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NAND LAL PUBLICATION-EXPONENTS AND POWERS -ADDITIONAL QUESTIONS FOR PRACTICE (OBJECTIVE TYPE QUESTIONS) SHORT ANSWER TYPE QUESTIONS
- If 8^(x)xx(4)^(2x)=2^(14), then find x
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- Find x in (2^(3x-1)+10)div7=6
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- Solve (27^(2)xx8^(2)xx10^(4))/(5^(3)xx3^(6)xx2^(6)) using exponent
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- (p)/(q)=((2)/(7))^(5)div((7)/(2))^(-3) then find ((p)/(q))^(-2)
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- Find the value of [((1)/(2))^(2)]^(3)xx((1)/(3))^(-4)xx3^(-2)xx(1)/(6)
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- (4^(-1)-3^(-1))^(-1)+(2^(-1)-3^(-1))^(-1)=((1)/(4)-(1)/(3))^(-1)+((1)/...
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- Evaluate ((0.6)^(0)-(0.1)^(-1))/(((3)/(8))^(-1)((3)/(2))^(3)+((-1)/(...
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- Evaluate ((25)^(3//2)xx(243)^(3//5))/((16)^(5//4)xx(8)^(4//3))
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