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MTG IIT JEE FOUNDATION-EXPONENTS AND POWERS-Exercise (Integer/Numerical Value Type)
- Simplify : 2^(5) . 2^(6)
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- The value of (3^(0) -4^(0) ) xx 5^(2) is
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- The value of x in exponential equation 2^(x-14) =1 is equal to
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- If { ((1)/(3))^(-1) - ((1)/(4))^(-1) }^(m) =1, then least positive int...
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- If 2^(x-1)+2^(x+1)=320, then find the value of x.
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- (64)^(-2//3) xx (1//4)^(-3) equals
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- (5(8^(1//3) + 27^(1//3) ))^(1//2) =
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- If ((a)/(b))^(x-10) = ((b)/(a))^(x-16), then x is equal to
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- The value of ((x^(a))/(x^(b)))^(a+b) xx ((x^(b))/(x^(c)))^(b+c) xx ((x...
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- 1/(1+a^(n-m)) + 1/(1+a^(m-n))
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- Given that 4^(n-9) = 256, find the value of n.
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