determine the value of x in each of the following
I want to know the answers of a, c
with working
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(i) {(3)^3}^7 = 3^7x
So on simplifying, 3^21=3^7x
21=7x
x=3
(ii) (47)^x / (47)^21 = (47)^45
The Base are same i.e. 47. So powers will subtract.
Therefore, (47)^x-21 = (47)^45
Now base again are same. We will put the powers equal.
x-21=45
x=66.
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