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Solving Inequalities 2v+3≤5v+8/4

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2v+3≤5v+8 over 4
asked Nov 16, 2013 in ALGEBRA 1 by chrisgirl Apprentice
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1 Answer

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2v+3 ≤ 5v+8/4

Subtract 5v and 3 from each side.

2v+3-5v-3 ≤ 5v-5v+8/4-3

-3v ≤ 8/4-3

-3v ≤ -4/4

-3v ≤ -1

Multiply by negitive one to each side and change the symbol.

3v ≥ 1

Divide by 3 to each side.

3v/3 ≥ 1/3

v ≥ 1/3

The solution of given inequality v ≥ 1/3

answered Nov 16, 2013 by william Mentor

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