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UPKAR PUBLICATION -SQUARE ROOT AND CUBE ROOT-QUESTION BANK
- If sqrt(75.24+x)=8.71 then the value of x is
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- sqrt(36.1)/sqrt(102.4)=?
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- Find the value of sqrt((0. 289)/(0. 00121)) .
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- If sqrt3=1.732 and sqrt2 =1.414 , " the value of " 1/(sqrt3+sqrt2) is
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- If sqrt(6)=2.55, then the value of sqrt((2)/(3))+3sqrt((3)/(2)) is
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- If sqrt(2^n)=64 , then the value of n is 2 b. 4 c. 6 d. 12
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- sqrt(25/15625)=sqrt(?/30625)
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- sqrt((1)9/16)
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- 1872/sqrt(?)=234
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- sqrt(324)/1.5=?/sqrt(256)
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- sqrt((1.21xx0.9)/(1.1xx0.11))=?
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- The value of : sqrt((0.324xx0.081xx4.624)/(1.5625xx0.0289xx72.9xx64)) ...
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- If sqrt15625 =125 " then the value of " sqrt15625 + sqrt156.25 + sqrt1...
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- If (sqrt(1296))/(x)=(x)/(2.25), then find the value of x.
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- If sqrt((1 + 27/169)) = (1 + x/13) then find the value of x.
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- sqrt(2sqrt(2sqrt(2sqrt(2sqrt(2) is equals to
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- The value of sqrt(0.9)is
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- .If sqrt(2401)=sqrt(7^(x)) ,then the value of x
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- if sqrt(2)=1.4142 the value of 7/(3+sqrt2)
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- sqrt(0.00059049)=?
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