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if p and n are integers such that p>n>0 and p(squared) - n(squared) =12, which of the following can be the value of p-n



Sagot :

p>n>0

p²-n²=12

Therefore:

(p+n)(p-n)=12

Therefore:

p-n=12/(p+n)

If p=4 and n=2

p>n>0 as 4>2>0

4-2=12/(4+2)

As:

2=12/6

So:

p=4 and n=2.
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