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CLEP College Algebra 2026/2027 ||Verified Exam!!||
Most Recent Exam Actual Complete Real Exam
Questions And Correct Answers (Verified Answers)
Already Graded A+ | Guaranteed Success!! Newest
Exam!!!
Find -8x2-2x+6 when x=0 - Answer-The Correct Answer: 6
Take the given x value of 0 and plug in 0 for every x you
see in the statement -8x2-2x+6 Like this: -8(0)2-2(0)+6
this gives you an answer of 6
Find 6+3x2 when x=-8 - Answer-The Correct Answer: 198
Take the given value of x, which is -8,and plug it into the
expression 6+3x2 like this: 6+3(-8)2 = 198
Find 3x2-7x-6 when x=-2 - Answer-The Correct Answer:
20Since x=-2, replace every x value with -2 in the
expression, 3x2-7x-6.Like this:3(-2)2-7(-2)-6 = 20
Find 8+3x2 when x=9 - Answer-The Correct Answer: 251
Since x=9, find 8+3x2 by replacing every x value with 9,
like this:8+3(9)2 = 251
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Simplify: (4xy2+40x+5y2)-(-5xy2-3x2-5y2-1) - Answer-
Simplify:(-10x-100)+(-8x+8)-(-4x+1) - Answer-The Correct
Answer: -14x-93+(-8x+8) is the same as +(1)(-8x+8)
therefore you can just remove the parentheses and write -
8x+8. -(-4x+1) is the same as +(-1)(-4x+1) so we must use
distribution to obtain +4x-1. Therefore the entire
expression can be re-written,-10x-100-8x+8+4x-1 Next
combine like terms:-10x-8x+4x = -14x-100+8-1 = -
93Therefore the final answer is -14x-93
Simplify: (x3+10x2-8x-10)+(18x3+12x2-9x+5) - Answer-
Simplify:(-8x-80)-(9x-5) - Answer-The Correct Answer: -
17x-75given:(-8x-80)-(9x-5) Recall that -(9x-5) is the same
as +(-1)(9x-5).Therefore, you must distribute -1 into the
parentheses and get for the entire expression:-8x-80-
9x+5Now combine like terms as follows-8x-80-9x+5 Then
we get the following solution:-17x-75
Simplify:(4x+7)(3x-8) - Answer-
Simplify:(3x-5)(x+4) - Answer-
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Simplify:(3x-4)(2x+7) - Answer-
Simplify:(6x+5)(6x-3) - Answer-
Simplify:(11x-2)(7x-5) - Answer-
Simplify:(2x-4)(2x2+8x+6) - Answer-
Simplify:(5x+8)(2x2-5x+1) - Answer-
Simplify:(3x+2)(4x2+2x-3) - Answer-
Simplify:(7x-8)(4x2+4x+2) - Answer-
Simplify:(8x+5)(5x2+4x+2) - Answer-
Simplify:(x-1)(x2+7x-4) - Answer-
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Factor:x2-8x+12 - Answer-Correct Answer: (x-2)(x-
6)Given:x2-8x+12This is the same as:1x2-8x+12 -- This is
of the form:Ax2+Bx+CWhen you see this form,Begin to
factor by drawing two parentheses( ___ _ ___ )( ___ _ ___
) (Step 1) Determine the sign (+ or -) that goes in the
middle of each parentheses. ( __ ? __ )( __ ? __ ) How?:
Look at the last sign: x2-8x+12 If it is (+) as in our case,
the two signs will be the same. Either ( __ + __ )( __ + __ )
or ( __ - __ )( __ - __ ). Next look at the middle sign: If the
middle sign is (-) as in our case, the signs are both (-). ( __
- __ )( __ - __ ). NOTICE: if the last sign was (-) then the
signs would alternate regardless of the middle sign, like
this: ( __ - __ )( __ + __ ) (Step 2) Next determine the first
and last numbers for each parentheses. ( ? - ? )( ? - ? )
How? List the factors of the first and last terms: x2-8x+12
Factors of x2 Factors of 12 Multiply Across x 6 6x x 2 2x
Since the last sign, as we determined above, is (+), the
signs are the same in either parentheses and therefore the
factors in the above table must ADD up to the middle term
of 8x. And since 6x + 2x = 8x, we have picked the correct
factors of the first and last terms. The factors of the first
and last terms are arranged in the parentheses in this way
every time: ( # +/- # )( # +/- # ) Therefore our solution is:(x-
2)(x-6), which can also be written (x-6)(x-2).
CLEP College Algebra 2026/2027 ||Verified Exam!!||
Most Recent Exam Actual Complete Real Exam
Questions And Correct Answers (Verified Answers)
Already Graded A+ | Guaranteed Success!! Newest
Exam!!!
Find -8x2-2x+6 when x=0 - Answer-The Correct Answer: 6
Take the given x value of 0 and plug in 0 for every x you
see in the statement -8x2-2x+6 Like this: -8(0)2-2(0)+6
this gives you an answer of 6
Find 6+3x2 when x=-8 - Answer-The Correct Answer: 198
Take the given value of x, which is -8,and plug it into the
expression 6+3x2 like this: 6+3(-8)2 = 198
Find 3x2-7x-6 when x=-2 - Answer-The Correct Answer:
20Since x=-2, replace every x value with -2 in the
expression, 3x2-7x-6.Like this:3(-2)2-7(-2)-6 = 20
Find 8+3x2 when x=9 - Answer-The Correct Answer: 251
Since x=9, find 8+3x2 by replacing every x value with 9,
like this:8+3(9)2 = 251
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Simplify: (4xy2+40x+5y2)-(-5xy2-3x2-5y2-1) - Answer-
Simplify:(-10x-100)+(-8x+8)-(-4x+1) - Answer-The Correct
Answer: -14x-93+(-8x+8) is the same as +(1)(-8x+8)
therefore you can just remove the parentheses and write -
8x+8. -(-4x+1) is the same as +(-1)(-4x+1) so we must use
distribution to obtain +4x-1. Therefore the entire
expression can be re-written,-10x-100-8x+8+4x-1 Next
combine like terms:-10x-8x+4x = -14x-100+8-1 = -
93Therefore the final answer is -14x-93
Simplify: (x3+10x2-8x-10)+(18x3+12x2-9x+5) - Answer-
Simplify:(-8x-80)-(9x-5) - Answer-The Correct Answer: -
17x-75given:(-8x-80)-(9x-5) Recall that -(9x-5) is the same
as +(-1)(9x-5).Therefore, you must distribute -1 into the
parentheses and get for the entire expression:-8x-80-
9x+5Now combine like terms as follows-8x-80-9x+5 Then
we get the following solution:-17x-75
Simplify:(4x+7)(3x-8) - Answer-
Simplify:(3x-5)(x+4) - Answer-
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Simplify:(3x-4)(2x+7) - Answer-
Simplify:(6x+5)(6x-3) - Answer-
Simplify:(11x-2)(7x-5) - Answer-
Simplify:(2x-4)(2x2+8x+6) - Answer-
Simplify:(5x+8)(2x2-5x+1) - Answer-
Simplify:(3x+2)(4x2+2x-3) - Answer-
Simplify:(7x-8)(4x2+4x+2) - Answer-
Simplify:(8x+5)(5x2+4x+2) - Answer-
Simplify:(x-1)(x2+7x-4) - Answer-
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Factor:x2-8x+12 - Answer-Correct Answer: (x-2)(x-
6)Given:x2-8x+12This is the same as:1x2-8x+12 -- This is
of the form:Ax2+Bx+CWhen you see this form,Begin to
factor by drawing two parentheses( ___ _ ___ )( ___ _ ___
) (Step 1) Determine the sign (+ or -) that goes in the
middle of each parentheses. ( __ ? __ )( __ ? __ ) How?:
Look at the last sign: x2-8x+12 If it is (+) as in our case,
the two signs will be the same. Either ( __ + __ )( __ + __ )
or ( __ - __ )( __ - __ ). Next look at the middle sign: If the
middle sign is (-) as in our case, the signs are both (-). ( __
- __ )( __ - __ ). NOTICE: if the last sign was (-) then the
signs would alternate regardless of the middle sign, like
this: ( __ - __ )( __ + __ ) (Step 2) Next determine the first
and last numbers for each parentheses. ( ? - ? )( ? - ? )
How? List the factors of the first and last terms: x2-8x+12
Factors of x2 Factors of 12 Multiply Across x 6 6x x 2 2x
Since the last sign, as we determined above, is (+), the
signs are the same in either parentheses and therefore the
factors in the above table must ADD up to the middle term
of 8x. And since 6x + 2x = 8x, we have picked the correct
factors of the first and last terms. The factors of the first
and last terms are arranged in the parentheses in this way
every time: ( # +/- # )( # +/- # ) Therefore our solution is:(x-
2)(x-6), which can also be written (x-6)(x-2).
