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- If log(10)125+log(10)8=x ,\ then\ x is equal to a. 1/3 b. 0. 064 c. -...
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- ((log)9 27+(log)8 32) is 7/2 b. (19)/6 c. 4 d. 7
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- ((log)5 3)xx((log)3 625) equals 1 b. 2 c. 3 d. 4
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- ((log)5 5)((log)4 9)((log)3 2) is equal to 2 b. 5 c. 1 d. 3/2
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- If log(12) 27=a, then log6 16 is a. (3-a)/(4(3+a)) b. (3+a)/(4(3-a)) c...
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- If log10 5 + log10 (5x+1) = log10 ( x + 5) +1, then x is equal to
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- If log5 (x^2+x)-log5 (x+1)=2, then the value of x is a. 5 b. 10 c. 25 ...
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- 1/2 (logx + logy) will equal log((x+y)/2) if a. y=0 b. x=sqrt(y) c. x=...
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- The value of (1/(log3 60)+1/(log4 60)+1/(log5 60)) is
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- Evaluate log3 4.log4 5.log5 6.log6 7.log7 8.log8 9
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- The value of 16^(log 45) is a. 5/(64) b. 5 c. 16 d. 25
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- If logx+logy=log(x+y), then a. x=y b. x y=1 c. y=(x-1)/x d. y=x/(x-1)
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- If log\ a/b+log\ b/a=log(a+b), then a. a+b=1 b. a-b=1 c. a=b d. a^2-b^...
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- [log(a^2/(bc))+log(b^2/(ac))+log(c^2/(ab))] is equal to a. 0 b. 1 c. 2...
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- 1/(loga(b))xx1/(logb(c))xx1/(logc(a)) is equal to
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- Simplify: 1/(1+(log)a b c)+1/(1+(log)b c a)+1/(1+(log)c a b)
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- 1/log(a/b)x+1/log(b/c)x+1/log(c/a)x is equal to:
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- If log(10)7=a ,\ then\ log(10)(1/70) is equal to a. -(1+a) b. a/(10) c...
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- If a=b^x ,\ b=c^y and \ c=a^z , then the value of x y z is equal to ...
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- If logx-5log3=-2 then x equals a. 0.8 b. 0.81 c. 1.25 d. 2.43
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