How do you determine p(c) given p(x)=2x^2-x+1 and c=4?

1 Answer
Nov 14, 2016

p(4)=27

Explanation:

Express p(x) in terms of c.

That is : p(color(blue)(c))=2color(blue)(c^2)-color(blue)(c)+1=2c^2-c+1

now substitute c = 4 into p(c)

p(color(red)(4))=2(color(red)(4^2))-color(red)(4)+1

rArrp(4)=32-4+1=27