Question

THIS IS MY FIFTH TIME :(

Given the following information:
f(g) = 3t^2 – 5t +6
f(p) = 7t^2-8t^2-9
Determine f (g) + f(p) in standard form.

Answer 1

Answer:

$f(p) + g(p) = 2t^{2}  - 5t -3$ is in standard form.

Step-by-step explanation:

Here. the given expressions are:

$f(g)  = 3t^{2}  - 5t + 6$

and $f(p) = 7t^{2}  - 8t^{2}  -9$

Also, standard form of the Quadratic Equation is $ax^{2}   + bx+c$

Now, computing f(g) + f(p)

$= (3t^{2}  - 5t + 6 )  + (7t^{2}  - 8t^{2}  -9)\\= 3t^{2}  - 5t + 6   - t^{2}  -9) =  (3t^{2} - t^{2} )- 5t +( 6     -9) \\= 2t^{2}  - 5t -3$

Or,$f(p) + g(p) = 2t^{2}  - 5t -3$