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PEARSON IIT JEE FOUNDATION-INDICES-VERY SHORT ANSWER TYPE
- The radical form of a^(1/n) is
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- If a gt 0 and n is any positive integer, then the sign of root(n)(a) i...
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- If a lt 0 and n is any odd integer, then the sign of root(n)(a) is
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- If a<0 and n is any positive even integer, then (a)^(1/n) to the set ...
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- If X^(@)=1, then x is
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- If x^(-n)=1/p, then p= .
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- root(3)(8^(-2))= .
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- If x^(k)=1, (x ne 1) then k= . (0/any real number)
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- x=root(5)(10), the other form of x is .
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- (2^(0)-3^(0))xx5^(0)= .
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- If x^(-(p/q))=(1/x)^(k) then k= .
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- If 8^(m)=32, then m= .
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- The radical form of (6^(1/2))^(1/3) is .
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- If ((x^(m)xx x^(n))/x^(p))^(q)=x^(k), then k= .
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- The property be which ''(xy)^(n)=x^(n)xxy^(n)'' is known as property.
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- Express the following in exponential form. (i) 625 (ii) 1024 (iv) ...
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- Express the following as pth power of qth root of x. (i) (156)^(5/3)...
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- Write the following in exponential form and redical form. (i) Cube r...
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- Evaluate (14^(2)-13^(2))^(5/3).
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- Find the values of the following. (i) 6^(3) (ii) 3^(6) (iii) If ...
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