What is (2x -6x -2x +7x-4)+(x– 3)?

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section5.6: Exponential And Logarithmic Equations
Problem 40E
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9-82
9-33.
Use the sum or difference of cubes and what you already know about facto
as completely as possible.
a. x'+8x²y'
b. 8y-125x
9-82.
What is (2x' -6x -2x +7x-4)÷ (x-3)?
9-139.
In a. and b., rewrite each expression as a single logarithm.
In parts c.-f., solve each equation.
log2(30x)– log2(6)
b.
2 log3(x) + log3(5)
a.
loar(31d + logs(9)
Transcribed Image Text:9-33. Use the sum or difference of cubes and what you already know about facto as completely as possible. a. x'+8x²y' b. 8y-125x 9-82. What is (2x' -6x -2x +7x-4)÷ (x-3)? 9-139. In a. and b., rewrite each expression as a single logarithm. In parts c.-f., solve each equation. log2(30x)– log2(6) b. 2 log3(x) + log3(5) a. loar(31d + logs(9)
d. +8X y
b. 8y'-125x
9-82.
What is (2x-6x-2x +7x-4) (x-3)?
9-139.
In a. and b., rewrite each expression as a single logarithm.
In parts c.-f., solve each equation.
log7(3x- 2) = 2
log2(30x) – log2(6)
b.
2 logs(x) + log3(5)
C.
a.
+ logs(9) = logs(405)
f. log (x)-
Transcribed Image Text:d. +8X y b. 8y'-125x 9-82. What is (2x-6x-2x +7x-4) (x-3)? 9-139. In a. and b., rewrite each expression as a single logarithm. In parts c.-f., solve each equation. log7(3x- 2) = 2 log2(30x) – log2(6) b. 2 logs(x) + log3(5) C. a. + logs(9) = logs(405) f. log (x)-
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