If 25^(n-1) + 100 = 5^ (2n-1), find the ...

If `25^(n-1) + 100 = 5^ (2n-1)`, find the value of n :

If 25^(n-1) + 100 = 5^ (2n-1), find the value of n :
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If 25^(n-1)+100=5^(2n-1), find the value of n:
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If (2n+1)P(n-1):^(2n-1)P(n)=3:5,find n.
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If "^(2n+1)P(n-1):^(2n-1)Pn=3:5, then find the value of ndot
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S=sum(n=1)^(99)(5^(100))/((25)^(n)+5^(100)) Find [S]
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If 25^n^(-1)+100=5^(2n)^(-1), find the value of ndot
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Let an is a positive term of a GP and sum(n=1)^100 a(2n + 1)= 200, sum...
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If .^(2n+1)P(n-1): .^(2n-1)P(n)=3:5 , find n.
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.^(n)P(r) के मान का प्रयोग यदि .^(2n+1)P(n-1): .^(2n-1)P(n)=3 : 5 तो...
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