Math / Algebra

QuestionName: $\qquad$ Practice \& Problem Solving In 11-14, write an algebraic expression for each situation.
11. 12 times a number $g$
129
13. 22 divided by a number $s$ $22 \div 5$
In 15-18, tell how many terms each expression has.
15. $5-g 2$
17. $\left.\frac{v}{3}+2 \cdot 5\right\}$
In 19 and 20 , use the expression $5.3 t-(20 \div 4)+11$ .
19. Which part of the expression is a quotient? Describe its parts.
16. $3+\frac{1}{2} b 3$
18. $16.2-(3 \cdot 4)+(14 \div 2)$ 0 A quotient is $20 \div 4$ its parts are to tivide $20 \div 4$ . Scan for Multimedia
12. $p$ pennies added to 22 pennies $22+p$
14. $12 \frac{3}{4}$ less than the product of 7 and a number $7 \cdot x-12 \frac{3}{4}$ practice (1)

Studdy Solution

STEP 1

1. We need to write algebraic expressions for given situations.
2. We need to determine the number of terms in given algebraic expressions.
3. We need to identify and describe parts of an expression, specifically a quotient.

STEP 2

1. Write algebraic expressions for the given situations.
2. Determine the number of terms in each expression.
3. Identify and describe the quotient in a given expression.

STEP 3

Write an algebraic expression for "12 times a number $g$ ".
The expression is: $12g$

STEP 4

Write an algebraic expression for "22 divided by a number $s$ ".
The expression is: $\frac{22}{s}$

STEP 5

Write an algebraic expression for "p pennies added to 22 pennies".
The expression is: $22 + p$

STEP 6

Write an algebraic expression for "12 and $\frac{3}{4}$ less than the product of 7 and a number $x$ ".
The expression is: $7x - 12 \frac{3}{4}$

STEP 7

Determine the number of terms in the expression $5 - g^2$ .
The expression has 2 terms: $5$ and $-g^2$ .

STEP 8

Determine the number of terms in the expression $\frac{v}{3} + 2 \cdot 5$ .
The expression has 2 terms: $\frac{v}{3}$ and $2 \cdot 5$ .

STEP 9

Determine the number of terms in the expression $3 + \frac{1}{2} b^3$ .
The expression has 2 terms: $3$ and $\frac{1}{2} b^3$ .

STEP 10

Determine the number of terms in the expression $16.2 - (3 \cdot 4) + (14 \div 2)$ .
The expression has 3 terms: $16.2$ , $-(3 \cdot 4)$ , and $(14 \div 2)$ .

STEP 11

Identify and describe the quotient in the expression $5.3t - (20 \div 4) + 11$ .
The quotient is $20 \div 4$ . Its parts are the dividend $20$ and the divisor $4$ .

Was this helpful?

Studdy Solution

STEP 1

1. We need to write algebraic expressions for given situations.
2. We need to determine the number of terms in given algebraic expressions.
3. We need to identify and describe parts of an expression, specifically a quotient.

STEP 2

1. Write algebraic expressions for the given situations.
2. Determine the number of terms in each expression.
3. Identify and describe the quotient in a given expression.

STEP 3

Write an algebraic expression for "12 times a number $g$ ".
The expression is: $12g$

STEP 4

Write an algebraic expression for "22 divided by a number $s$ ".
The expression is: $\frac{22}{s}$

STEP 5

Write an algebraic expression for "p pennies added to 22 pennies".
The expression is: $22 + p$

STEP 6

Write an algebraic expression for "12 and $\frac{3}{4}$ less than the product of 7 and a number $x$ ".
The expression is: $7x - 12 \frac{3}{4}$

STEP 7

Determine the number of terms in the expression $5 - g^2$ .
The expression has 2 terms: $5$ and $-g^2$ .

STEP 8

Determine the number of terms in the expression $\frac{v}{3} + 2 \cdot 5$ .
The expression has 2 terms: $\frac{v}{3}$ and $2 \cdot 5$ .

STEP 9

Determine the number of terms in the expression $3 + \frac{1}{2} b^3$ .
The expression has 2 terms: $3$ and $\frac{1}{2} b^3$ .

STEP 10

Determine the number of terms in the expression $16.2 - (3 \cdot 4) + (14 \div 2)$ .
The expression has 3 terms: $16.2$ , $-(3 \cdot 4)$ , and $(14 \div 2)$ .

STEP 11

Identify and describe the quotient in the expression $5.3t - (20 \div 4) + 11$ .
The quotient is $20 \div 4$ . Its parts are the dividend $20$ and the divisor $4$ .

Get Studdy

Studdy solves anything!

Start learning now

Download Studdy AI Tutor now. Learn with ease and get all help you need to be successful at school.

Studdy Solution

STEP 1

1. We need to write algebraic expressions for given situations.2. We need to determine the number of terms in given algebraic expressions.3. We need to identify and describe parts of an expression, specifically a quotient.

STEP 2

1. Write algebraic expressions for the given situations.2. Determine the number of terms in each expression.3. Identify and describe the quotient in a given expression.

STEP 3

Write an algebraic expression for "12 times a number g g g".The expression is: 12g 12g 12g

STEP 4

Write an algebraic expression for "22 divided by a number s s s".The expression is: 22s \frac{22}{s} s22​

STEP 5

Write an algebraic expression for "p pennies added to 22 pennies".The expression is: 22+p 22 + p 22+p

STEP 6

Write an algebraic expression for "12 and 34 \frac{3}{4} 43​ less than the product of 7 and a number x x x".The expression is: 7x−1234 7x - 12 \frac{3}{4} 7x−1243​

STEP 7

Determine the number of terms in the expression 5−g2 5 - g^2 5−g2.The expression has 2 terms: 5 5 5 and −g2 -g^2 −g2.

STEP 8

Determine the number of terms in the expression v3+2⋅5 \frac{v}{3} + 2 \cdot 5 3v​+2⋅5.The expression has 2 terms: v3 \frac{v}{3} 3v​ and 2⋅5 2 \cdot 5 2⋅5.

STEP 9

Determine the number of terms in the expression 3+12b3 3 + \frac{1}{2} b^3 3+21​b3.The expression has 2 terms: 3 3 3 and 12b3 \frac{1}{2} b^3 21​b3.

STEP 10

Determine the number of terms in the expression 16.2−(3⋅4)+(14÷2) 16.2 - (3 \cdot 4) + (14 \div 2) 16.2−(3⋅4)+(14÷2).The expression has 3 terms: 16.2 16.2 16.2, −(3⋅4) -(3 \cdot 4) −(3⋅4), and (14÷2) (14 \div 2) (14÷2).

STEP 11

Identify and describe the quotient in the expression 5.3t−(20÷4)+11 5.3t - (20 \div 4) + 11 5.3t−(20÷4)+11.The quotient is 20÷4 20 \div 4 20÷4. Its parts are the dividend 20 20 20 and the divisor 4 4 4.

Get Studdy

Studdy solves anything!

Start learning now

Download Studdy AI Tutor now. Learn with ease and get all help you need to be successful at school.

1. We need to write algebraic expressions for given situations.
2. We need to determine the number of terms in given algebraic expressions.
3. We need to identify and describe parts of an expression, specifically a quotient.

1. Write algebraic expressions for the given situations.
2. Determine the number of terms in each expression.
3. Identify and describe the quotient in a given expression.

Write an algebraic expression for "12 times a number $g$ ".
The expression is: $12g$

Write an algebraic expression for "22 divided by a number $s$ ".
The expression is: $\frac{22}{s}$

Write an algebraic expression for "p pennies added to 22 pennies".
The expression is: $22 + p$

Write an algebraic expression for "12 and $\frac{3}{4}$ less than the product of 7 and a number $x$ ".
The expression is: $7x - 12 \frac{3}{4}$

Determine the number of terms in the expression $5 - g^2$ .
The expression has 2 terms: $5$ and $-g^2$ .

Determine the number of terms in the expression $\frac{v}{3} + 2 \cdot 5$ .
The expression has 2 terms: $\frac{v}{3}$ and $2 \cdot 5$ .

Determine the number of terms in the expression $3 + \frac{1}{2} b^3$ .
The expression has 2 terms: $3$ and $\frac{1}{2} b^3$ .

Determine the number of terms in the expression $16.2 - (3 \cdot 4) + (14 \div 2)$ .
The expression has 3 terms: $16.2$ , $-(3 \cdot 4)$ , and $(14 \div 2)$ .

Identify and describe the quotient in the expression $5.3t - (20 \div 4) + 11$ .
The quotient is $20 \div 4$ . Its parts are the dividend $20$ and the divisor $4$ .