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CENGAGE-LAWS OF EXPONENTS AND LOGARITHMS -TEST YOURSELF (LEVEL 3) (MULTIPLE CHOICE QUESTIONS)
- If 2 ^(5x) + 2 ^(x) = 6 sqrt ( 2 ^(24)) then value of x is
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- If (( 3)/(5)) . ((5)/(3)) = ( 625)/(81) then value of x is
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- Value of (( 0. 5) ^( 0) - ( 0. 1) ^(-1))/( ( (3)/(4) ) ^( -1) ( (3)/(2...
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- Value of (((27) ^(-1) ) ^( 1//3) ) ^(2) is equal to
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- Value of ( 5 sqrt ( 729 xx 32))/( 5 sqrt3) is equal to
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- If x = 4 , y =- 2 and z =3 then value of (c y + yz+ zx) ^( x + 5y + 3...
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- Value of sqrt (a ^(2) b ^(2)) xx6 sqrt( a ^(3) b ^(3)) xx 3 sqrt ( a ^...
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- (343) ^( 2//3) = 49 is equivalent to
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- The logarithmic expression equivalent to (1)/(a ^( 3//2)) = b is (a gt...
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- If log (2) x = log (4) 2 then value of x is
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- If lo g (x) 16 = 4 then value of x is
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- If log (12) 9 = a then log (2) 3 is equal to
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- If log "" (a ^(2))/( bc) + log "" (b ^(2))/(ac) + log "" (c ^(2))/( ab...
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- If log (ab) a =3 then value of log (ab) b is
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- If log (ab) = a = 2 log (ab) a then value of log (ab) a is
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- If log "" (P)/(q) + log "" (q)/(p) = log ( p +q) then value of (p + q...
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- If ( 2 log x )/( log 10) = ( log 9)/( log 3) and log (y ^(3)) 27 =1 th...
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- If log (10) 11 = a then value log (10) ((1)/( 110 )) is equal to
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- The value of (81) ^( log (5) 5) is
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- If log 27 = 1. 431 then the value of log 81 is
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