Math / Algebra

Question $-5+w \geq-8$ , if $w=2$

Studdy Solution

STEP 1

1. We are given an inequality: $-5 + w \geq -8$ .
2. We need to determine if the inequality holds true when $w = 2$ .

STEP 2

1. Substitute the value of $w$ into the inequality.
2. Simplify the inequality.
3. Determine if the inequality is true.

STEP 3

Substitute $w = 2$ into the inequality:
$-5 + 2 \geq -8$

STEP 4

Simplify the left side of the inequality:
$-5 + 2 = -3$
So the inequality becomes:
$-3 \geq -8$

STEP 5

Determine if the inequality $-3 \geq -8$ is true.
Since $-3$ is greater than $-8$ , the inequality is true.
The inequality $-5 + w \geq -8$ is true when $w = 2$ .

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Question $-5+w \geq-8$ , if $w=2$

Studdy Solution

STEP 1

1. We are given an inequality: $-5 + w \geq -8$ .
2. We need to determine if the inequality holds true when $w = 2$ .

STEP 2

1. Substitute the value of $w$ into the inequality.
2. Simplify the inequality.
3. Determine if the inequality is true.

STEP 3

Substitute $w = 2$ into the inequality:
$-5 + 2 \geq -8$

STEP 4

Simplify the left side of the inequality:
$-5 + 2 = -3$
So the inequality becomes:
$-3 \geq -8$

STEP 5

Determine if the inequality $-3 \geq -8$ is true.
Since $-3$ is greater than $-8$ , the inequality is true.
The inequality $-5 + w \geq -8$ is true when $w = 2$ .

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Question−5+w≥−8-5+w \geq-8−5+w≥−8, if w=2w=2w=2

Studdy Solution

STEP 1

1. We are given an inequality: −5+w≥−8-5 + w \geq -8−5+w≥−8.2. We need to determine if the inequality holds true when w=2 w = 2 w=2.

STEP 2

1. Substitute the value of w w w into the inequality.2. Simplify the inequality.3. Determine if the inequality is true.

STEP 3

Substitute w=2 w = 2 w=2 into the inequality:−5+2≥−8 -5 + 2 \geq -8 −5+2≥−8

STEP 4

Simplify the left side of the inequality:−5+2=−3 -5 + 2 = -3 −5+2=−3So the inequality becomes:−3≥−8 -3 \geq -8 −3≥−8

STEP 5

Determine if the inequality −3≥−8-3 \geq -8−3≥−8 is true.Since −3-3−3 is greater than −8-8−8, the inequality is true. The inequality −5+w≥−8-5 + w \geq -8−5+w≥−8 is true when w=2 w = 2 w=2.

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Question $-5+w \geq-8$ , if $w=2$

1. We are given an inequality: $-5 + w \geq -8$ .
2. We need to determine if the inequality holds true when $w = 2$ .

1. Substitute the value of $w$ into the inequality.
2. Simplify the inequality.
3. Determine if the inequality is true.

Substitute $w = 2$ into the inequality:
$-5 + 2 \geq -8$

Simplify the left side of the inequality:
$-5 + 2 = -3$
So the inequality becomes:
$-3 \geq -8$

Determine if the inequality $-3 \geq -8$ is true.
Since $-3$ is greater than $-8$ , the inequality is true.
The inequality $-5 + w \geq -8$ is true when $w = 2$ .