(F.g)(x)= (x^2+2x-5)(2x+4)
(F.g)(x)= 2x^3+4x^2+4x^2+8x-10x-20
(F.g)(x)= 2x^3+8x^2-2x-20=> C
Answer:
150x÷×÷320y
Step-by-step explanation:
it's hard to tell in writing I can speak it but
Triangle ABC has vertices at A(3, 8) , B(11, 8) , and C(7, 12) . Triangle FGH has vertices at F(8, 4) , G(16, 4) , and H(12, 8)
KiRa [710]
Vertices of ΔABC
A - <span>(3, 8)
</span><span>B - (11, 8)
C - (7, 12)
vertices of </span>Δ<span>FGH
F - (8, 4)
G - (16, 4)
H - (12, 8)
after a translation the size nor shape of the triangle changes, every point of the triangle moves the same distance in the same direction.
if we take point A and F
x coordinates of A = 3 and F = 8
the change that has happened can be noted as 'm'
3 + m = 8
m = 5
this means that the point has moved 5 units to the right
y coordinates of A = 8 and F = 4
change that happened is 'n'
8 + n = 4
n = -4
this means that point has moved 4 units downwards
Therefore the correct answer is </span><span>Translate triangle ABC down 4 units, and then translate triangle ABC right 5 units</span>
Given:
Dividend = 
Divisor = 
To find:
The remainder by using the synthetic division.
Solution:
We have,
Dividend =
The coefficients of dividend are 2, 5, -3. Write these elements in the top row of synthetic division.
Divisor =
The value of divisor is 0 at 
. So, write -3 on the left side of division.
Write down the first coefficient of dividend in bottom row, then multiply it by -3 and write the result below the next coefficient of dividend then add the coefficient and write the result in bottom row, then repeat the steps up-to last coefficient.
-3 | 2 5 -3
| -6 3
------------------------------------------
2 -1 0
-----------------------------------------
Here, the first two elements of the bottom row represent the coefficient of quotient and last element represent the remainder.
Therefore, the remainder is 0.
Move all terms to the left side and set equal to zero. then set each factor equal to zero. x=1,-3
