13/33
We look for a number that can divide into 13 and 33 at the same time in order to reduce it.
There is none. So it remains the same as its simplest form.
= 13/33
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The dimensions of Q are 5L and 5w.
The Area outside of P = AreaQ - AreaP
Area = length*width
The Area outside of P = (5w)(5L) - wL
= 25wL - wL
= 24 wL
Answer:
y = -1/3x + 4
Step-by-step explanation:
Perpendicular line are opposite and reciprocal.
So I flip 3x to 1/3 and change both signs. negative to positive and positive to negative.
They are functions because they have the variables
Beginning with eight and losing two is equivalent to writing
, which is equal to
, so six is the answer.
