Recommended Questions
- If m+1/(m-2)=4 then (m-2)^2+1/(m-2)^2=
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- If 2^(-m)\ xx1/(2^m)=1/4, then 1/(14)\ {(4^m)^(1//2)+\ (1/(5^m))^(-1)}...
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- If m+(1)/(m-2)=4 then (m-2)^(2)+(1)/((m-2)^(2))=
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- Statement– 1 : In the given fig. "a"=(("m"(2)-"m"(1))/("m"(1)+"m"(2)))...
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- यदि m+1/(m-2)=4 है तो (m-2)^(2)+1/((m-2)^(2)) का मान ज्ञात करें?
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- If 2^(-m)xx(1)/(2^(m))=(1)/(4) then (1)/(14)[(4^(m))^(1//2)+((1)/(5^(m...
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- Simplify : ((4^(m+(1)/(4))xxsqrt(2.2^m))/(2.sqrt(2^(-m))))^((1)/(m)).
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- If 2^(-m)\ xx1/(2^m)=1/4, then 1/(14)\ {(4^m)^(1//2)+\ (1/(5^m))^(-1)}...
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- If m+ (1)/(m-2)=4, find (m-2)^(111) + (1)/((m-2)^(111))=?
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