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MTG IIT JEE FOUNDATION-EXPONENTS AND POWERS-Exercise (Multiple Choice Questions) LEVEL - 1
- The value of (2^(20001) +2^( 19999) )/( 2^( 20000) - 2^(19998) ) is
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- When simplified (x^(-1)+y^(-1))^(1-) is equal to x y (b) x+y (...
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- The value of [ x + x (x^x) ] when x =2 is
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- The value of ((289)/(81))^(-(1)/(2)) is
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- The solution of 3^(3x - 5) = (1)/(9^x) is
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- Multiplicative inverse of 10^(-100) is
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- ((16)/(81))^((-3)/(4)) is equal to
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- The value of (1024)^(- (4)/(8) ) is
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- (512)^((-2)/(3) ) xx ((1)/(4))^(-3) is equal to
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- The value of (3^2)^3 + ((2)/(3))^(0) + 3^5 is
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- simplify: 16^(5/2) div 16^(1/2) =
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- (32)^((-2)/(5) ) div (125) ^((-2)/(3) )=
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- The value of (512)^(-2//9) is
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- Given that 2^(h) xx 2^(3) = 2^(9), find the value of h.
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- 4^(-3//2) + 8^(2//3) is equal to
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- If (10)/(3) xx 3^(x) - 3^(x-1) = 81, then the value of x is
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- Which of the following values are equal ? {:("I", 1^4, "II",4^0,"III...
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- The standard form of 15240000 is
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- Simplify : (4r)/( (r^(2) m)^2)
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- ((16)/(81))^(3//4) =
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