2^n-7*5^n-4 find the value of n
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Answer:
2^n-7*5^n-4=1250
Step-by-step explanation:
2^n-7*5^n-4=1250
2^n-7*5^n-4= 5*5*5*5*2
2^n-7\2=5^3\5^n-4
n-7-1=3-n-4
n-8=-1-n
n+n=8-1
2n=7
n=7/2 ANS
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