Problem #1 Perform the indicated operations. Express your answer in reduced form
ID: 3424468 • Letter: P
Question
Problem #1
Perform the indicated operations. Express your answer in reduced form.
Problem #2
Perform the indicated operations. Express your answer in reduced form.
Problem #3
Perform the indicated operations. Express your answer in reduced form.
Problem #4
Perform the indicated operations. Express your answer in reduced form.
Problem #5
Split into a sum or difference of reduced fractions.
Problem #6
Split into a sum or difference of reduced fractions.
Problem #7
Multiply and simplify your answer.
Problem #8
Perform the indicated operation. Note that the denominators are the same. Simplify the result, if possible.
Problem #9
Perform the indicated operation. Simplify the result, if possible.
Problem #10
Perform the indicated operation. Note that the denominators are the same. Simplify the result, if possible.
Problem #11
Perform the indicated operation. Simplify the result, if possible.
_______
Problem #2
Perform the indicated operations. Express your answer in reduced form.
________
Problem #3
Perform the indicated operations. Express your answer in reduced form.
Problem #4
Perform the indicated operations. Express your answer in reduced form.
Problem #5
Split into a sum or difference of reduced fractions.
Problem #6
Split into a sum or difference of reduced fractions.
Problem #7
Multiply and simplify your answer.
Problem #8
Perform the indicated operation. Note that the denominators are the same. Simplify the result, if possible.
Problem #9
Perform the indicated operation. Simplify the result, if possible.
Problem #10
Perform the indicated operation. Note that the denominators are the same. Simplify the result, if possible.
Problem #11
Perform the indicated operation. Simplify the result, if possible.
Explanation / Answer
1) 5/x^7 - 6/x
taking as x^7 as lcd : (5-6x^6)/x^7
2) 8/(x^2 +10x +21) +7/(x+3)
factorise :x^2+10x +21 =x^2 +7x +3x +21 = (x +7)(x+3)
8/(x^2 +10x +21) +7/(x+3) = 8/(x+7)(x+3) +7/(x +3)
taking (x +7)(x+3) as lcd:
8/(x^2 +10x +21) +7/(x+3) = ( 8 + 7(x+7) )/(x+3)(x+7)
= (7x+15)/(x+3)(x+7)
3) 7/(x-7)^2(x+1) -9/(x-7)
taking (x-7)^2(x+1) as lcd:
( 7 -9(x-7)(x+1) )/((x-7)^2(x+1)
( 7 - 9x^2+54x+63)/(x-7)^2(x+1)
=( -9x^2 +54x +70)/(x-7)^2(x+1)
4) 6/x^1/2 - 4/(x)^7/2
taking x^7/2 as lcd:
(6x^3 -4)/x^7/2
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