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ARIHANT PUBLICATION JHARKHAND-INDICES AND SURDS-Exam Booster (For Cracking Exam)
- The index form of root9(((4)/(5))^(2)) is
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- The radical form of ((13)/(25))^(3//4) is
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- The value of (5)/(121^(-(1)/(2))) is
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- The value of (512)^(-(3)/(9)) is
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- The value of 3xx 9^(-3//2) xx 9^(1//2) is
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- The value of (216^((2)/(3)))^((1)/(2)) is
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- The value of 27^(-1//3) xx [27^(2//3) + 27^(1//3)] is
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- The value of (6.25)^(-1//2) is
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- The value of (sqrt63 xx sqrt7)/(root3(27)) is
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- If sqrt3=1.732, then the value of (sqrt3+1)/(sqrt3-1) is
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- If 3^(x)= (1)/(9), then the value of x is
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- The value of (0. 03125)^(-2/5) is 4 b. 12 c. 9 d. 31. 25
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- The value of sqrt18 + sqrt50 - sqrt32 is
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- The value of (x^(a-b))^(c ) xx (x^(b-c))^(a) xx (x^(c-a))^(b) is
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- The value of ((a^(x))/(a^(y)))^(x+y) xx ((a^(y))/(a^(z)))^(y+z) xx ((a...
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- If x= (sqrt126 xx sqrt63 xx sqrt45)/(sqrt147 xx sqrt243), then the val...
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- The value of (12^(2) + 5^(2))^(1//2) is
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- If 9 sqrtx = sqrt12 + sqrt147 , then x = ? S
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- The value of (7sqrt2 +5) (7 sqrt2-5) is
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- The value of ((a^(x))/(a^(y)))^(x^(2) + xy +y^(2)) xx ((a^(y))/(a^(z))...
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