how it can be solved
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Taking 5^x as common in LHS,
5^x [1 - (1/5) - (1/25)] = 95
5^x [(25-5-1)/25] = 95
5^x (19) = 95 × 25 = 2375
5^x = 2375/19 = 125 = 5³
Equating powers on both sides,
x = 3
-WonderGirl
5^x [1 - (1/5) - (1/25)] = 95
5^x [(25-5-1)/25] = 95
5^x (19) = 95 × 25 = 2375
5^x = 2375/19 = 125 = 5³
Equating powers on both sides,
x = 3
-WonderGirl
Abdul1shaheem:
Great
Thank you! :-)
I also solved the q frist
Okay.
Answered by
1
Hope it will help you.
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