SOLUTION: if m = 3 + 2p2 and n = 4 + p, what is m in terms of n? OPtions: 4n2 + 16n + 32 4n2 + 16n + 29 4n2 + 16n + 35 n2– 8n + 19 n2 + 8n + 19

Algebra ->  Angles -> SOLUTION: if m = 3 + 2p2 and n = 4 + p, what is m in terms of n? OPtions: 4n2 + 16n + 32 4n2 + 16n + 29 4n2 + 16n + 35 n2– 8n + 19 n2 + 8n + 19      Log On


   

Question 955387: if m = 3 + 2p2 and n = 4 + p, what is m in terms of n?
OPtions:
4n2 + 16n + 32
4n2 + 16n + 29
4n2 + 16n + 35
n2– 8n + 19
n2 + 8n + 19
Answer by Fombitz(32388) About Me  (Show Source):
You can put this solution on YOUR website!
m=3%2B2p%5E2
n=4%2Bp
So then,
p=n-4
p%5E2=n%5E2-8n%2B16
Substituting,
m=3%2B2%28n%5E2-8n%2B16%29
m=3%2B2n%5E2-16n%2B32
m=2n%5E2-16n%2B35