Question

If $log_8(x) = -6$ and $log_4(y) = 8$ what is $log_2(x^{-3}y^6)$? 10. A) 42 B) 150 C) -2 D) -108 E) 66

          If $log_8(x) = -6$ and $log_4(y) = 8$ what is $log_2(x^{-3}y^6)$?
10. A) 42
B) 150
C) -2
D) -108
E) 66

Added by Alfredo P.

Calculus: Early Transcendentals

James Stewart 8th Edition

Instant Answer

Solved by Expert Kian Manafi

08/18/2021

Step 1

For log_(8)(x) = -6, we have 8^(-6) = x. For log_(4)(y) = 8, we have 4^8 = y. Show more…

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If log_(8)(x)=-6 and log_(4)(y)=8 what is log_(2)(x^(-3)y^(6))? (A) 42 150 -2 -108 66 If log8(c)= -6 and log4 (y)= 8 what is log2 (x-3y6 10. 42 150 -108 2 66

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Question

If $log_8(x) = -6$ and $log_4(y) = 8$ what is $log_2(x^{-3}y^6)$? 10. A) 42 B) 150 C) -2 D) -108 E) 66

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