Recommended Questions
- 5^6 ×× 1/5^x = 1/5^10 എന്നു കിട്ടണമെങ്കിൽ x എന്തായിരിക്കണം?
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- int((x-x^(5))^((1)/(5)))/(x^(6))dx
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- x=2sqrt(6)+5 and x+(1)/(x)=5+y,theny=
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- If log(5)(5^((1)/(x))+125)=log(5)6+1+(1)/(2x), then x=
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- यदि x+1/x=5 है तो x^(6)+1/(x^(6))=?
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- (x^((6)/(5)))/(x^((1)/(5)))
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- If 5 ((x)/(6) + (1)/(2)) = 5x - 10, then x =
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- If [[x], [y], [z]]=(1)/(40)[[5, 10, -5], [-5, -2, 13], [10, -4, 6]][[5...
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- If (5*6)^(x)=(0.0056)^(y)=10^(5) then (1)/(x)-(1)/(y)=
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