Download Intermediate Algebra Chapter 5 Exam Review and more Exams Algebra in PDF only on Docsity!
Intermediate Algebra Chapter 5 Exam Review Name
- Indicate whether monomial, binomial, or trinomial, and state the degree: 2. Add:
Type of polynomial JQM3C<^<^\
(5x'-lx'+3x-4) + {5x'+-x-5) ,3^
Degree of polynomial
- Subtract: ( x ' - - x + 9)4(v5Jc'+•'2x-^-)
5. Multiply: \ 6 X ^ - " V -
2 ( 5 ; c ^ - 7 v ) ' V ±.
- Multi ^ x ( 9 x ' + 6 x )
- Multiply:
[2i + (3^ + l)l [2i-(3^ + l)]
- Multiply: (2a + 36)(4a'-6aZ>+%')
8, Divide: " -VI
J-2 - i -2.
- Divide using long division: 4x' - Ux' + 2x^ + 9x- 10. Divide using synthet 6x' + 5x'-lx + 2
ig SYnttietic aivision:
2 ^ ' - 3 _. I (^) x —^2 3
6 q - 5 0
11, Factor. 3 3 1 2 7 7
- Factor. 2r (v + 4)-3(y + 4)
- Factor. Sx^ -4xy+6xy-3y^
- Factor. x ' + 2 x - 2 4
- Factor. -2x' +10x' - 1 2 x '
17, Factor.
- Factor. 4 J C ' - 1 2 X J ^ + 9 /
- Factor. 9x'' +45X' +
aid^al tmW \2io
- Factor. _+6ab + 9b^'-36c2_
[(affi(ciiJ>b)mh'--5(k^
- Solve fort. ( ' = 2 ^ + 1 /
- Solve for a. Ua' =16/ +
- Solve for X 3x' - 4 8 j t ' =
- Solve for r. (^) 32. Solve font.
- Find the area of the shaded region in factored form:
x+
- Find the difference of the volumes of the two cubes in factored form:
jc+
\
4y\
4y 4y
- Find the missing length by using the Pythagorean Theorem, + = , and then factoring.
jc+
\
\ +ll
x+
- For / W = IOA:^ -31J:+16, find all the values of a for which f(a) = 1
- Find an equation whose graph will have the jc-intercepts (5,0) and (-3,0).
X-5 = 0 X-r3=
3 8. Find an equation whose graph will have the x-intercepts (^) v2- ,0 /
^ X - l = 0 .3x-t-'^''<^
and V 3 y
- A rocket is projected upward from the top of a 144-foot-tall building with a velocity of 128 feet per second. The rocket's distance from the ground, s, at any time, t in seconds, is given by the formula s(t) = -16?' +12& + 144.
a. Find the time it takes for the rocket to hit the ground.
b. Find the time it takes to be at a height of 256 feet.
- A ladder is leaning against a building. The distance of the ground between the base of the ladder to the building is 6 feet. The ladder reaches up the wall 2 feet less than the length of the ladder. Find the length of the ladder.
6 feet
