I'm posting it here as a) it's a sat. morning and I don't want to wait till Monday and b) I am quite sure my answer is right and then answer in the back is wrong!
f(x) = 2x(squared) + px + q. Given that f(-3) = 0, and f(4) = 2:
a) find the value of p & q.
My Answer:
f(-3) = 2(-3)(Squared) + p(-3) + q = 0
=> 18 - 3p + q = 0
=> 18 = 3p - q
f(4) = 2(4)(Squared) + p(4) + q = 2
=> 32 + 4p + q - 2 = 0
=> - 30 = 4p + q
Putting both simultaneous equations together:
18 = 3p - q
+
-30 = 4p + q
=> -12 = 7p
According to the back this is wrong but i've triple checked and I see no mistakes.
Anyone? Rep on offer!
f(x) = 2x(squared) + px + q. Given that f(-3) = 0, and f(4) = 2:
a) find the value of p & q.
My Answer:
f(-3) = 2(-3)(Squared) + p(-3) + q = 0
=> 18 - 3p + q = 0
=> 18 = 3p - q
f(4) = 2(4)(Squared) + p(4) + q = 2
=> 32 + 4p + q - 2 = 0
=> - 30 = 4p + q
Putting both simultaneous equations together:
18 = 3p - q
+
-30 = 4p + q
=> -12 = 7p
According to the back this is wrong but i've triple checked and I see no mistakes.
Anyone? Rep on offer!