How do you graph #4p+1> -7# or #6+3<33#?

1 Answer
Jun 30, 2017

Let's graph #4p+1 > -7#

We need to isolate #p#:

#4p+1 > -7#

subtract #1# from each side

#4p > -8#

divide by #4# on both sides

#p > -2#

Now we can graph this. First, we need to understand what this says. This expression is telling us that #p# is larger than #-2#. So, #p# can be anything larger than #-2#. That's what our graph will look like:

graph{x > -2}