How do you solve #49\leq - 7p#?

1 Answer
ASAP
Oct 16, 2017

#p<=(-7)#

Explanation:

We have the inequality #49<=-7p#

Inequalities are usually solved like normal equations.

We'll divide both sides of the inequality by #(-7)#. As we know when we multiply or divide an inequality by a negative number the inequality reverses.

So,

#(-49)/7>=(-7)/(-7)p#

Therefore

#-7>=p#

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