Find the value of the function at P(2).
P(x) = -3x2 + 2x -1.
-9
Add:
5x2 – 8x3 + 3x – 2 and 4x3 + 5x2 + 9 – x
-4x3 + 10x2 + 2x + 7
(3xy + 4y)(x2 – 2)
3x3y + 4x2y + 6xy - 8y
28t4 – 35t3 + 14t2
7t2(4t2 - 5t + 2)
9x2 – 9y2
9(x+y)(x-y)
Combine like terms.
2a + 7 – 3 + 9a + 3 – 7a
4a + 7
Add:
(p3 – 5q2 + 2pq) + (3pq3 – p3 – 6) + (4pq2 + 5p3 – pq + 6)
5p3 + pq + 4pq2 + 3pq3 - 5q2
(-3x2y3 + 2t)(3x2y3 + 2t)
-9x4y6 + 4t2
9y2 – 64
(3y+8)(3y-8)
y2 – 4y + 4 – 4x2
(y-2+2x)(y-2-2x)
Factor:
kw - tw + ky - ty
(w+y)(k-t)
Subtract:
(8p – 5q + 7r) – (2p + 5q – 4r)
6p - 10q + 11r
(2x3 + y)(x2 + 4y2)
2x5 + 8x3y2 + x2y + 4y3
25x2 – 20xy + 4y2
(5x-2y)2
a2 – 10a + 24
(a-4)(a-6)
Solve:
2x2+9x+4 = 0
x = -4
x = - 1/2
Find the additive inverse:
-4y4 – 16x3y3 + 13xy2
4y4 + 16x3y3 - 13xy2
(5y3 + 3y – 6)(6y3 – 4y + 7)
30y6 - 2y4 - y3 - 12y2 + 45y - 42
72 – x – x2
(9+x)(8-x)
8x2 + 9 – 18x
(2x-3)(4x-3)
Factor:
8x3-27y3
(2x-3y)(4x2+6xy+9y2)
Subtract:
(15a – 5c + 4b) – (8b + 4c + 5a)
10a - 4b - 9c
(2x+1)3
8x3 + 12x2 + 6x + 1
3x2-27
3(x+3)(x-3)
4y2+20y-56
4(y+7)(y-2)