QuestionEvaluate $20-3x$ for $x=2$ and $x=3$ . Which value is larger and what is that value?

Studdy Solution

STEP 1

Assumptions1. The expression to evaluate is $20-3x$ . We need to evaluate this expression for $x=$ and $x=3$
3. We need to determine which value of $x$ gives the larger value of the expression

STEP 2

First, we need to substitute $x=2$ into the expression $20-x$ .
$20-x =20-(2)$

STEP 3

Now, calculate the value of the expression when $x=2$ .
$20-3(2) =20-6 =14$

STEP 4

Next, substitute $x=3$ into the expression $20-3x$ .
$20-3x =20-3(3)$

STEP 5

Now, calculate the value of the expression when $x=3$ .
$20-3(3) =20-9 =11$

STEP 6

Compare the values obtained for $x=2$ and $x=3$ . The larger value is obtained when $x=2$ , and that value is14.
So, $x=2$ gives the larger value of14.

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QuestionEvaluate $20-3x$ for $x=2$ and $x=3$ . Which value is larger and what is that value?

Studdy Solution

STEP 1

Assumptions1. The expression to evaluate is $20-3x$ . We need to evaluate this expression for $x=$ and $x=3$
3. We need to determine which value of $x$ gives the larger value of the expression

STEP 2

First, we need to substitute $x=2$ into the expression $20-x$ .
$20-x =20-(2)$

STEP 3

Now, calculate the value of the expression when $x=2$ .
$20-3(2) =20-6 =14$

STEP 4

Next, substitute $x=3$ into the expression $20-3x$ .
$20-3x =20-3(3)$

STEP 5

Now, calculate the value of the expression when $x=3$ .
$20-3(3) =20-9 =11$

STEP 6

Compare the values obtained for $x=2$ and $x=3$ . The larger value is obtained when $x=2$ , and that value is14.
So, $x=2$ gives the larger value of14.

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QuestionEvaluate 20−3x20-3x20−3x for x=2x=2x=2 and x=3x=3x=3. Which value is larger and what is that value?

Studdy Solution

STEP 1

Assumptions1. The expression to evaluate is 20−3x20-3x20−3x . We need to evaluate this expression for x=x=x= and x=3x=3x=33. We need to determine which value of xxx gives the larger value of the expression

STEP 2

First, we need to substitute x=2x=2x=2 into the expression 20−x20-x20−x.20−x=20−(2)20-x =20-(2)20−x=20−(2)

STEP 3

Now, calculate the value of the expression when x=2x=2x=2.20−3(2)=20−6=1420-3(2) =20-6 =1420−3(2)=20−6=14

STEP 4

Next, substitute x=3x=3x=3 into the expression 20−3x20-3x20−3x.20−3x=20−3(3)20-3x =20-3(3)20−3x=20−3(3)

STEP 5

Now, calculate the value of the expression when x=3x=3x=3.20−3(3)=20−9=1120-3(3) =20-9 =1120−3(3)=20−9=11

STEP 6

Compare the values obtained for x=2x=2x=2 and x=3x=3x=3. The larger value is obtained when x=2x=2x=2, and that value is14.So, x=2x=2x=2 gives the larger value of14.

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QuestionEvaluate $20-3x$ for $x=2$ and $x=3$ . Which value is larger and what is that value?

Assumptions1. The expression to evaluate is $20-3x$ . We need to evaluate this expression for $x=$ and $x=3$
3. We need to determine which value of $x$ gives the larger value of the expression

First, we need to substitute $x=2$ into the expression $20-x$ .
$20-x =20-(2)$

Now, calculate the value of the expression when $x=2$ .
$20-3(2) =20-6 =14$

Next, substitute $x=3$ into the expression $20-3x$ .
$20-3x =20-3(3)$

Now, calculate the value of the expression when $x=3$ .
$20-3(3) =20-9 =11$

Compare the values obtained for $x=2$ and $x=3$ . The larger value is obtained when $x=2$ , and that value is14.
So, $x=2$ gives the larger value of14.