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Answer:
k/3 = 8
Step-by-step explanation:
5^(n-2) = 5^n ÷ 5² ......1
given equation
5^n - 5^(n-2) = (k/25) × 5^n
putting value of 5^(n-2) from equation 1
we get,
5^n - [ 5^n ÷ 5² ] = (k/25) × 5^n
[ (5^n × 5²) - 5^n ] ÷ 5² = (k/25) × 5^n...{taking LCM on LHS}
[ (5^n) ( 25-1) ] ÷ 25 = (k/25) × 5^n
5^n÷25 is common on both side and hence cancel each other
this gives => (25-1) = k
=> k = 24
now , k/3 = 24/3 = 8
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