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5^y=k Find 5^(y+1) , in terms of k Medal given
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we have : 5^y=k 5^y+1 K+1
no that is not the answer
\[5^y=k\\ 5^{y+1}=5\times 5^y\] is a start
How to proceed
since \(5^y=k\) then \(5\times 5^y=5k\)
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and so \(5^{y+1}=5k\)
i mean second
In your second step why did u multiply 5^y with 5
@satellite73
because \(\large 5\times 5^y=5^{y+1}\)
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got it thanks :)
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