1.Write the solution set using interval notation.
2x + 20.5 < 5x - 5
a (8.5, )
b (-, 8.5]
c [8.5, )
d (-, 8.5)
2.Multiply.
(7x9)(2x3)
a -14x12
b -14x27
c 14x12
d 14x27
3. Multiply.
(5x - 1)2
a 25x2 + 1
b 5x2 - 10x + 1
c 5x2 + 1
d 25x2 - 10x + 1
4.Simplify.
If P(x) = 5x and Q(x) = -8x - 12, find P(x) Q(x).
a -40x2 + 5x
b -40x2 - 60x
c -40x2
d -8x2 - 60x
5.Multiply.
[(7x - 5) + 6y]2
a 49x2 - 35x + 25 + 42xy + 30y + 36y2
b 49x2 - 70x + 84xy - 60y + 36y2
c 49x2 - 70x + 25 + 84xy - 60y + 36y2
d 49x2 - 70x + 25 + 42xy + 30y + 36y2
6.Multiply.
(x + 9)(5x - 5)
a 5x2 + 40x + 40
b 5x2 + 40x - 45
c 5x2 + 38x - 45
d 5x2 - 45x + 40
7.Find an equation of the line. Write the equation in standard form.
Horizontal; through (-8, -7)
a y = -7
b y = -8
c x = -8
d x = -7
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