If (1/5)^m x (1/4)^18= 1/(2(10)^35), then m =
a. 17
b. 18
c. 34
d. 35
e. 36
Any ideas anyone?
GMAT factorial question
This topic has expert replies
(1/5)^m x (1/4)^18= 1/(2*(10)^35)
can be simplified by multiplying through by 4^18 = 2^36 and then collecting terms under common exponents:
(1/5)^m = (2^36) / (2 * 10^35) = 2^35 / 10^35
= (2/10)^35 = (1/5)^36
So m = 36.
Want more practice on Exponents and Roots? Try https://www.testsandtutors.com/course/qu ... -and-Roots
can be simplified by multiplying through by 4^18 = 2^36 and then collecting terms under common exponents:
(1/5)^m = (2^36) / (2 * 10^35) = 2^35 / 10^35
= (2/10)^35 = (1/5)^36
So m = 36.
Want more practice on Exponents and Roots? Try https://www.testsandtutors.com/course/qu ... -and-Roots
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