Math

Problem 38701

Solve for $q$ in the equation: $19 - 4q = q - 11$ .

See Solution

Problem 38702

Identify the property of the equation: $(8+2)+3=8+(2+3)$ .

See Solution

Problem 38703

Two bands have followers: Strong Friday at 88,300 gaining 200/month, and Men and Hippos at 79,900 gaining 900/month. When will they equal followers?

See Solution

Problem 38704

Crystal Tunes has 7.2M subscribers gaining 1.7M/month. Mad Musik has 26.8M losing 1.1M/month. When will they equal?

See Solution

Problem 38705

Use a graphing tool to find the roots of the equation $x^{3}-5 x^{2}+4 x=0$ .

See Solution

Problem 38706

Find the value of $a_{10}$ in the sequence defined by $a_{n}=-5+(n-1) 14$ .

See Solution

Problem 38707

Find the meaning of $f(1400)=60$ .

See Solution

Problem 38708

Find the distance $d$ where costs of two delivery apps are equal: $0.50d + 3 = 0.75d$ . Simplify.

See Solution

Problem 38709

Write the equation for: $k \cdot 186 = 383$ . Use / for division if needed.

See Solution

Problem 38710

Write the equation: 396 = 131 - a.

See Solution

Problem 38711

Identify the property demonstrated by $12 + 3 + 4 = 4 + 3 + 12$ .

See Solution

Problem 38712

How many people must attend Jill's bowling party for the total costs of individual vs group rates to be equal?

See Solution

Problem 38713

Write the equation for: 306 is the same as $d$ less than 156.

See Solution

Problem 38714

Write the equation: 345 = $f$ \cdot 2. Use / for division.

See Solution

Problem 38715

Balance the reaction and find the coefficient for potassium in: $[\ ?] \mathrm{K}+[\quad] \mathrm{Br}_{2} \rightarrow[] \mathrm{KBr}$ .

See Solution

Problem 38716

Calcular el área total usando la fórmula: $=(4 (5 5 / 2))+(4 * 25)+(4 * 18)$ y encuentra el resultado.

See Solution

Problem 38717

Determine the slope $m$ and $y$ -intercept $b$ from the equation of the line: $5 x - y = 2$ .

See Solution

Problem 38718

Leo balances 6 blocks and a 200-ounce weight with 2 blocks and a 500-ounce weight. Find the weight of each block in ounces.

See Solution

Problem 38719

Identify the property: "The product of numbers remains the same regardless of the order of the factors."

See Solution

Problem 38720

282 = 193 / $h$

See Solution

Problem 38721

Find the slope-intercept equation of the line through the points $(5,4)$ and $(2,6)$ .

See Solution

Problem 38722

Identify the property: "For any numbers $a$ and $b$ , $a \times b = b \times a$ ."

See Solution

Problem 38723

Balance the reaction: $2 \mathrm{~K} + [?] \mathrm{Br}_{2} \rightarrow \mathrm{KBr}$ . What is the coefficient for bromine?

See Solution

Problem 38724

w \cdot 293 - 45 = 169

See Solution

Problem 38725

Identify the reactants that produce H₂O and NaF in a double replacement reaction. Remember to balance charges.

See Solution

Problem 38726

260 = 261 - $r$

See Solution

Problem 38727

Find $y$ given $R S=6x+5$ , $S T=8x-1$ , and $T U=\pi y+13$ with midpoints $S$ and $T$ .

See Solution

Problem 38728

Find the first year when beer shipment change reaches $-32\%$ using $y=-3.4x+23.8$ . What does $-32\%$ represent? A. slope B. y-intercept C. $x$ D. $y$

See Solution

Problem 38729

You recorded age, marital status, and income of 1463 women. How many quantitative and categorical variables are there? a. 3 quantitative, 0 categorical. b. 3 quantitative, 1 categorical. c. 2 quantitative, 1 categorical. d. 2 quantitative, 2 categorical.

See Solution

Problem 38730

Calculate the annual straight-line depreciation $D$ for an item costing \ $15,957 with a life of 12 years using$ D=(1/n)x$.

See Solution

Problem 38731

What does a standard deviation of 13 in exam scores mean? a. Scores are within 13 points of the mean. b. Highest and lowest scores differ by 13 points. c. Scores vary by 13 points. d. Scores vary from the mean by 13 points.

See Solution

Problem 38732

Write the equation for: $b$ is $b$ multiplied by 143. Use / for division.

See Solution

Problem 38733

Find the percent change in beer shipments from 2007 to 2010 using the equation $y=-4.3 x+30.1$ with $x=10$ .

See Solution

Problem 38734

Count the significant figures in the number $0.00020$ .

See Solution

Problem 38735

Calculate the moles of platinum in $8.4 \times 10^{22}$ atoms of $\mathrm{Pt}$ . [?] moles Pt

See Solution

Problem 38736

Write the equation: 272 $b$ - 124 = 122.

See Solution

Problem 38737

Find the first full year when the percent change in beer shipments reaches $-33\%$ using the model $y=-3.5x+24.5$ .

See Solution

Problem 38738

What is the mole ratio of water to carbon dioxide in the reaction: $C_{2}H_{5}OH + 2 O_{2} \rightarrow 2 CO_{2} + 3 H_{2}O + 1367 kJ$ ?

See Solution

Problem 38739

Count the significant figures in the number 0.00000001.

See Solution

Problem 38740

How many moles of $\mathrm{C}_{6} \mathrm{H}_{12} \mathrm{O}_{6}$ are needed for 6.0 moles of $\mathrm{O}_{2}$ ?

See Solution

Problem 38741

Identify the correct expressions for "the product of a number and $T$ ". Options: $n \cdot 7$ , $\frac{n}{7}$ , $\frac{7}{n}$ , $7 n$ .

See Solution

Problem 38742

Count the significant figures in 0.070020.

See Solution

Problem 38743

Count the significant figures in the number $6.17000 \times 10^{5}$ .

See Solution

Problem 38744

How many grams of $\mathrm{P}_{2} \mathrm{O}_{3}$ are needed for 4.0 moles of $\mathrm{H}_{2} \mathrm{O}$ ? Molar mass: 109.94 g/mol.

See Solution

Problem 38745

What is the expression for the area of a rectangular window with length $12 \mathrm{ft}$ and width $x \mathrm{ft}$ ?

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Problem 38746

Count the significant figures in the number $2.005 \times 10^{-9}$ .

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Problem 38747

The number of significant figures in $50.0009$ is how many?

See Solution

Problem 38748

Dale has three more than twice Leo's money. Which expression represents this? Options: $2d + 3$ , $d + 2 + 3$ , $2(3) + d$ , $\frac{d}{2} + 3$ .

See Solution

Problem 38749

A handbag company had $3\%$ market share in 2012 and $21\%$ in 2016. Find a linear equation for market share, the 2013 share, and when it reaches $40\%$ .

See Solution

Problem 38750

Which expression equals "twice the sum of a number and three"? $2(n+3)$ $2 n+3$ $2(2 n-3)$ $2+(2 n+3)$

See Solution

Problem 38751

The number of significant figures in $9020.0$ is ?

See Solution

Problem 38752

Count the significant figures in the number $1,234,450$ .

See Solution

Problem 38753

Count the significant figures in the number $0.000202$ .

See Solution

Problem 38754

Count the significant figures in the number $0.00000000000022$ .

See Solution

Problem 38755

Calculate $9.725 \times 10^{3}+3.58 \times 10^{2}+6.1$ and round to the correct significant figures.

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Problem 38756

Find the answer to $6.525 - 0.55 - 1.87$ with the correct significant figures.

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Problem 38757

Calculate the sum: $3.25 \times 10^{-2} + 3.572 \times 10^{-3} + 6.125 \times 10^{-1}$ and round to correct significant figures.

See Solution

Problem 38758

Calculate the sum: $0.5 + 3.25 + 2.8$ and report it with the correct significant figures.

See Solution

Problem 38759

Calculate $95.325 - 43.35 - 16.12$ and round to the correct significant figures.

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Problem 38760

Find the sum of $19.25$ , $31.535$ , and $16.7125$ with the correct significant figures.

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Problem 38761

Write the repeating decimal $3.0 \overline{1}$ as a mixed number.

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Problem 38762

Amy earned \$25 for 3 hours of babysitting. How much will she earn for 7 hours at the same rate?

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Problem 38763

Calculate $275.75 - 113.5 + 36.125$ and round to the correct significant figures based on the + or - rule.

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Problem 38764

Sam raked 3 bags in 16 minutes. How long for 5 bags at the same rate? Calculate: $\frac{16}{3} \times 5$ .

See Solution

Problem 38765

If Morgan reads 7 books in 8 days, how many days for 20 books?

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Problem 38766

Calculate $9.2875 + 23.65 - 14.357$ and round to the correct significant figures based on addition and subtraction rules.

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Problem 38767

Calculate the sum: $39.25 + 13.5 + 66.125 - 0.3$ and round to the correct significant figures.

See Solution

Problem 38768

How many pounds of peanuts are needed for 24 jars of peanut butter if 5 pounds make 9 jars?

See Solution

Problem 38769

Jim wants an 8-month gym membership. If 2 months costs \$125, how much will he pay for 8 months?

See Solution

Problem 38770

Solve for $x$ in the equation: $\frac{1}{4} x - 5 = \frac{3}{8} x$ .

See Solution

Problem 38771

Bobby drove 110 miles using 5 gallons. How far can he go with 16 gallons? Find the distance $d$ using $d = \frac{110}{5} \times 16$ .

See Solution

Problem 38772

Mary ran 2 miles in 23 minutes. How long for 10 miles at the same pace? Use the formula: time = distance / speed.

See Solution

Problem 38773

Solve for $x$ in the equation: $\frac{x+4}{4}+\frac{x+1}{3}=5$ .

See Solution

Problem 38774

Find the remaining area of a $33 \mathrm{ft}$ by $15 \mathrm{ft}$ flag after cutting out a triangle with base $13 \mathrm{ft}$ and height $6 \mathrm{ft}$ .

See Solution

Problem 38775

Calculate the expression: $3 \sqrt{16}-4 \sqrt{36}$ .

See Solution

Problem 38776

Solve the equation $\frac{8}{3 x-4}=\frac{3}{x+4}$ .

See Solution

Problem 38777

Simplify the expression by combining like terms: $-3x - 8x^{2} - 8 - 4x^{2}$ .

See Solution

Problem 38778

Find the average of the numbers: 7, 9, 7, 7, 6, 7, 6.

See Solution

Problem 38779

Combine like terms in the expression: $\frac{-8 x-x}{3}+6 x$ .

See Solution

Problem 38780

What intermolecular forces can $\mathrm{CH}_{3} \mathrm{OH}$ interact with among similar molecules?

See Solution

Problem 38781

9.0 L of $\mathrm{O}_{2}$ react with excess $\mathrm{CO}$ . How many moles of $\mathrm{CO}_{2}$ are produced? $\text{[?] } \mathrm{mol} \mathrm{CO}_{2}$

See Solution

Problem 38782

Solve for $x$ in the equation: $\frac{1}{3}+\frac{4}{x}=\frac{5}{9}$ .

See Solution

Problem 38783

In a scale drawing, 3 mm = 17 m. How many mm represent 55 m?

See Solution

Problem 38784

Calculate the following:
1. \$ 620 divided by 40
2. 12 times \$ 1,578
3. 4 at \$12.75

See Solution

Problem 38785

Simplify $-18$ .

See Solution

Problem 38786

Joy makes 9 sandwiches in 15 minutes. How long to make 30 sandwiches? Calculate time in minutes.

See Solution

Problem 38787

If 7 gallons paints 3 rooms, how many gallons are needed for 5 rooms? Use the formula: $x = \frac{7}{3} \times 5$ .

See Solution

Problem 38788

Calculate $3 \sqrt{36} + 5 \sqrt{49}$ .

See Solution

Problem 38789

Find the average daily pay for Ben, given his earnings: \$78, \$94, \$115, \$108, \$67, \$78.

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Problem 38790

Emma's job pays \$38,950 for 52 weeks. What is the average pay per month and per week?

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Problem 38791

Beatrix wants to sell 260 vases at \$25 each. After 8 months (16 vases/month), how many must she sell in 4 months to meet her goal?

See Solution

Problem 38792

What is the new molarity of a $0.455 \mathrm{M}$ sodium chloride solution after adding $1.88 \mathrm{L}$ of water to $375 \mathrm{~mL}$ ?

See Solution

Problem 38793

Polly worked 8 hours/day Mon-Tue earning \$69. Wed: \$82, Thu: \$78. What must she earn on Fri for \$75 avg?

See Solution

Problem 38794

Find the area of a flag (30 cm x 11 cm) after cutting out a triangle (base 10 cm, height 10 cm).

See Solution

Problem 38795

Find the first step to solve the equation: $2a - 4(a - 5) = 10$ .

See Solution

Problem 38796

What term refers to the energy related to randomness in a system? Options: convection, enthalpy, vaporization, entropy.

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Problem 38797

Ben wants to buy a house for \$168,000. If it appreciates 1% annually, what will it be worth in 6 years? Round to the nearest dollar.

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Problem 38798

Find the linear function $f$ such that $f(1)=4$ and $f(0)=9$ . Write $f(x)=$ .

See Solution

Problem 38799

Calculate the value of $\frac{-39}{3}$ .

See Solution

Problem 38800

Evaluate $2x + 7 + 8x$ at $x = -4$ and simplify.

See Solution

1 ...385 386 387 388 389 390 391 ...662

Math

Problem 38701

Solve for qqq in the equation: 19−4q=q−1119 - 4q = q - 1119−4q=q−11.

Problem 38702

Identify the property of the equation: (8+2)+3=8+(2+3)(8+2)+3=8+(2+3)(8+2)+3=8+(2+3).

Problem 38703

Two bands have followers: Strong Friday at 88,300 gaining 200/month, and Men and Hippos at 79,900 gaining 900/month. When will they equal followers?

Problem 38704

Crystal Tunes has 7.2M subscribers gaining 1.7M/month. Mad Musik has 26.8M losing 1.1M/month. When will they equal?

Problem 38705

Use a graphing tool to find the roots of the equation x3−5x2+4x=0x^{3}-5 x^{2}+4 x=0x3−5x2+4x=0.

Problem 38706

Find the value of a10a_{10}a10​ in the sequence defined by an=−5+(n−1)14a_{n}=-5+(n-1) 14an​=−5+(n−1)14.

Problem 38707

Find the meaning of f(1400)=60f(1400)=60f(1400)=60.

Problem 38708

Find the distance ddd where costs of two delivery apps are equal: 0.50d+3=0.75d0.50d + 3 = 0.75d0.50d+3=0.75d. Simplify.

Problem 38709

Write the equation for: k⋅186=383k \cdot 186 = 383k⋅186=383. Use / for division if needed.

Problem 38710

Write the equation: 396 = 131 - a.

Problem 38711

Identify the property demonstrated by 12+3+4=4+3+1212 + 3 + 4 = 4 + 3 + 1212+3+4=4+3+12.

Problem 38712

How many people must attend Jill's bowling party for the total costs of individual vs group rates to be equal?

Problem 38713

Write the equation for: 306 is the same as ddd less than 156.

Problem 38714

Write the equation: 345 = fff \cdot 2. Use / for division.

Problem 38715

Balance the reaction and find the coefficient for potassium in: [ ?]K+[]Br2→[]KBr[\ ?] \mathrm{K}+[\quad] \mathrm{Br}_{2} \rightarrow[] \mathrm{KBr}[ ?]K+[]Br2​→[]KBr.

Problem 38716

Calcular el área total usando la fórmula: =(4∗(5∗5/2))+(4∗25)+(4∗18)=(4 *(5 * 5 / 2))+(4 * 25)+(4 * 18)=(4∗(5∗5/2))+(4∗25)+(4∗18) y encuentra el resultado.

Problem 38717

Determine the slope mmm and yyy-intercept bbb from the equation of the line: 5x−y=25 x - y = 25x−y=2.

Problem 38718

Leo balances 6 blocks and a 200-ounce weight with 2 blocks and a 500-ounce weight. Find the weight of each block in ounces.

Problem 38719

Identify the property: "The product of numbers remains the same regardless of the order of the factors."

Problem 38720

282 = 193 / hhh

Problem 38721

Find the slope-intercept equation of the line through the points (5,4)(5,4)(5,4) and (2,6)(2,6)(2,6).

Problem 38722

Identify the property: "For any numbers aaa and bbb, a×b=b×aa \times b = b \times aa×b=b×a."

Problem 38723

Balance the reaction: 2 K+[?]Br2→KBr2 \mathrm{~K} + [?] \mathrm{Br}_{2} \rightarrow \mathrm{KBr}2 K+[?]Br2​→KBr. What is the coefficient for bromine?

Problem 38724

w \cdot 293 - 45 = 169

Problem 38725

Identify the reactants that produce H₂O and NaF in a double replacement reaction. Remember to balance charges.

Problem 38726

260 = 261 - rrr

Problem 38727

Find yyy given RS=6x+5R S=6x+5RS=6x+5, ST=8x−1S T=8x-1ST=8x−1, and TU=πy+13T U=\pi y+13TU=πy+13 with midpoints SSS and TTT.

Problem 38728

Find the first year when beer shipment change reaches −32%-32\%−32% using y=−3.4x+23.8y=-3.4x+23.8y=−3.4x+23.8. What does −32%-32\%−32% represent? A. slope B. y-intercept C. xxx D. yyy

Problem 38729

You recorded age, marital status, and income of 1463 women. How many quantitative and categorical variables are there? a. 3 quantitative, 0 categorical. b. 3 quantitative, 1 categorical. c. 2 quantitative, 1 categorical. d. 2 quantitative, 2 categorical.

Problem 38730

Calculate the annual straight-line depreciation DDD for an item costing \15,957withalifeof12yearsusing15,957 with a life of 12 years using 15,957withalifeof12yearsusingD=(1/n)x$.

Problem 38731

What does a standard deviation of 13 in exam scores mean? a. Scores are within 13 points of the mean. b. Highest and lowest scores differ by 13 points. c. Scores vary by 13 points. d. Scores vary from the mean by 13 points.

Problem 38732

Write the equation for: bbb is bbb multiplied by 143. Use / for division.

Problem 38733

Find the percent change in beer shipments from 2007 to 2010 using the equation y=−4.3x+30.1y=-4.3 x+30.1y=−4.3x+30.1 with x=10x=10x=10.

Problem 38734

Count the significant figures in the number 0.000200.000200.00020.

Problem 38735

Calculate the moles of platinum in 8.4×10228.4 \times 10^{22}8.4×1022 atoms of Pt\mathrm{Pt}Pt. [?] moles Pt

Problem 38736

Write the equation: 272bbb - 124 = 122.

Problem 38737

Find the first full year when the percent change in beer shipments reaches −33%-33\%−33% using the model y=−3.5x+24.5y=-3.5x+24.5y=−3.5x+24.5.

Problem 38738

What is the mole ratio of water to carbon dioxide in the reaction: C2H5OH+2O2→2CO2+3H2O+1367kJC_{2}H_{5}OH + 2 O_{2} \rightarrow 2 CO_{2} + 3 H_{2}O + 1367 kJC2​H5​OH+2O2​→2CO2​+3H2​O+1367kJ?

Problem 38739

Count the significant figures in the number 0.00000001.

Problem 38740

Solve for $q$ in the equation: $19 - 4q = q - 11$ .

Identify the property of the equation: $(8+2)+3=8+(2+3)$ .

Use a graphing tool to find the roots of the equation $x^{3}-5 x^{2}+4 x=0$ .

Find the value of $a_{10}$ in the sequence defined by $a_{n}=-5+(n-1) 14$ .

Find the meaning of $f(1400)=60$ .

Find the distance $d$ where costs of two delivery apps are equal: $0.50d + 3 = 0.75d$ . Simplify.

Write the equation for: $k \cdot 186 = 383$ . Use / for division if needed.

Identify the property demonstrated by $12 + 3 + 4 = 4 + 3 + 12$ .

Write the equation for: 306 is the same as $d$ less than 156.

Write the equation: 345 = $f$ \cdot 2. Use / for division.

Balance the reaction and find the coefficient for potassium in: $[\ ?] \mathrm{K}+[\quad] \mathrm{Br}_{2} \rightarrow[] \mathrm{KBr}$ .

Calcular el área total usando la fórmula: $=(4 (5 5 / 2))+(4 * 25)+(4 * 18)$ y encuentra el resultado.

Determine the slope $m$ and $y$ -intercept $b$ from the equation of the line: $5 x - y = 2$ .

282 = 193 / $h$

Find the slope-intercept equation of the line through the points $(5,4)$ and $(2,6)$ .

Identify the property: "For any numbers $a$ and $b$ , $a \times b = b \times a$ ."

Balance the reaction: $2 \mathrm{~K} + [?] \mathrm{Br}_{2} \rightarrow \mathrm{KBr}$ . What is the coefficient for bromine?

260 = 261 - $r$

Find $y$ given $R S=6x+5$ , $S T=8x-1$ , and $T U=\pi y+13$ with midpoints $S$ and $T$ .

Find the first year when beer shipment change reaches $-32\%$ using $y=-3.4x+23.8$ . What does $-32\%$ represent? A. slope B. y-intercept C. $x$ D. $y$

Calculate the annual straight-line depreciation $D$ for an item costing \ $15,957 with a life of 12 years using$ D=(1/n)x$.

Write the equation for: $b$ is $b$ multiplied by 143. Use / for division.

Find the percent change in beer shipments from 2007 to 2010 using the equation $y=-4.3 x+30.1$ with $x=10$ .

Count the significant figures in the number $0.00020$ .

Calculate the moles of platinum in $8.4 \times 10^{22}$ atoms of $\mathrm{Pt}$ . [?] moles Pt

Write the equation: 272 $b$ - 124 = 122.

Find the first full year when the percent change in beer shipments reaches $-33\%$ using the model $y=-3.5x+24.5$ .

What is the mole ratio of water to carbon dioxide in the reaction: $C_{2}H_{5}OH + 2 O_{2} \rightarrow 2 CO_{2} + 3 H_{2}O + 1367 kJ$ ?

How many moles of $\mathrm{C}_{6} \mathrm{H}_{12} \mathrm{O}_{6}$ are needed for 6.0 moles of $\mathrm{O}_{2}$ ?

Identify the correct expressions for "the product of a number and $T$ ". Options: $n \cdot 7$ , $\frac{n}{7}$ , $\frac{7}{n}$ , $7 n$ .

Count the significant figures in the number $6.17000 \times 10^{5}$ .

How many grams of $\mathrm{P}_{2} \mathrm{O}_{3}$ are needed for 4.0 moles of $\mathrm{H}_{2} \mathrm{O}$ ? Molar mass: 109.94 g/mol.

What is the expression for the area of a rectangular window with length $12 \mathrm{ft}$ and width $x \mathrm{ft}$ ?

Count the significant figures in the number $2.005 \times 10^{-9}$ .

The number of significant figures in $50.0009$ is how many?

Dale has three more than twice Leo's money. Which expression represents this? Options: $2d + 3$ , $d + 2 + 3$ , $2(3) + d$ , $\frac{d}{2} + 3$ .

A handbag company had $3\%$ market share in 2012 and $21\%$ in 2016. Find a linear equation for market share, the 2013 share, and when it reaches $40\%$ .

Which expression equals "twice the sum of a number and three"? $2(n+3)$ $2 n+3$ $2(2 n-3)$ $2+(2 n+3)$

The number of significant figures in $9020.0$ is ?

Count the significant figures in the number $1,234,450$ .

Count the significant figures in the number $0.000202$ .

Count the significant figures in the number $0.00000000000022$ .

Calculate $9.725 \times 10^{3}+3.58 \times 10^{2}+6.1$ and round to the correct significant figures.

Find the answer to $6.525 - 0.55 - 1.87$ with the correct significant figures.

Calculate the sum: $3.25 \times 10^{-2} + 3.572 \times 10^{-3} + 6.125 \times 10^{-1}$ and round to correct significant figures.

Calculate the sum: $0.5 + 3.25 + 2.8$ and report it with the correct significant figures.

Calculate $95.325 - 43.35 - 16.12$ and round to the correct significant figures.

Find the sum of $19.25$ , $31.535$ , and $16.7125$ with the correct significant figures.

Write the repeating decimal $3.0 \overline{1}$ as a mixed number.

Calculate $275.75 - 113.5 + 36.125$ and round to the correct significant figures based on the + or - rule.

Sam raked 3 bags in 16 minutes. How long for 5 bags at the same rate? Calculate: $\frac{16}{3} \times 5$ .

Calculate $9.2875 + 23.65 - 14.357$ and round to the correct significant figures based on addition and subtraction rules.

Calculate the sum: $39.25 + 13.5 + 66.125 - 0.3$ and round to the correct significant figures.

Solve for $x$ in the equation: $\frac{1}{4} x - 5 = \frac{3}{8} x$ .

Bobby drove 110 miles using 5 gallons. How far can he go with 16 gallons? Find the distance $d$ using $d = \frac{110}{5} \times 16$ .

Solve for $x$ in the equation: $\frac{x+4}{4}+\frac{x+1}{3}=5$ .

Find the remaining area of a $33 \mathrm{ft}$ by $15 \mathrm{ft}$ flag after cutting out a triangle with base $13 \mathrm{ft}$ and height $6 \mathrm{ft}$ .