answer this question with method
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your answer is in the picture
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is that 2^7 in the last of the numerator? if yes then here is ur solution -
5^8 in numerator and 5^7 in denominator. it left us with 5 in numerator. similarly 10^3 in numerator and 10^2 (100) in denominator. so 10 will be remaining in numerator. at last 8 = 2^3 in denominator. and 2^7 in numerator. we will have 2^4 which equals to 16 in numerator. so final solution would be 5*10*16=800.
5^8 in numerator and 5^7 in denominator. it left us with 5 in numerator. similarly 10^3 in numerator and 10^2 (100) in denominator. so 10 will be remaining in numerator. at last 8 = 2^3 in denominator. and 2^7 in numerator. we will have 2^4 which equals to 16 in numerator. so final solution would be 5*10*16=800.
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