Math

QuestionEvaluate prn+m\frac{p r}{n}+m for m=32m=-32, n=2n=2, p=8p=-8, and r=4r=4.

Studdy Solution

STEP 1

Assumptions1. The given expression is prn+m\frac{p r}{n}+m . The values for the variables are as follows m=32,n=,p=8m=-32, n=, p=-8, and r=4r=4

STEP 2

First, we need to substitute the given values into the expression.prn+m=8×4232\frac{p r}{n}+m = \frac{-8 \times4}{2} -32

STEP 3

Next, we need to perform the multiplication in the numerator of the fraction.
prn+m=32232\frac{p r}{n}+m = \frac{-32}{2} -32

STEP 4

Then, we need to perform the division in the fraction.
prn+m=1632\frac{p r}{n}+m = -16 -32

STEP 5

Finally, we need to perform the subtraction to get the final result.
prn+m=1632=48\frac{p r}{n}+m = -16 -32 = -48So, the value of the expression prn+m\frac{p r}{n}+m when m=32,n=2,p=8m=-32, n=2, p=-8, and r=4r=4 is 48-48.

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