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KALYANI PUBLICATION-LOGARITHMS-EXERCISE
- Assuming the base as 10,prove that log20+7log frac(15)(16)+5log frac...
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- Assuming the base as 10,prove that 24 log frac(9)(10)-8log frac(24)(...
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- Assuming the base as 10,prove that log 768+log frac(81)(32)+3log fra...
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- Assuming the base as 10,prove that 23log frac(16)(15)+17log frac(25)...
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- Assuming the base as 10,prove that 20 log 8+45 log 16-18log 32=30(5-...
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- Assuming the base as 10,prove that log 12.5=2-3 log 2
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- Assuming the base as 10,prove that log 800=2+3 log 2
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- Assuming the base as 10,prove that log(1+1/2)+log(1+1/3)+log(1+1/4)+...
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- Assuming the base as 10,prove that (log3sqrt3+log2sqrt2-log5sqrt5)/l...
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- If logp/(b-c)=logq/(c-a)=logr/(a-b),then prove that p^a.q^b.r^c=1
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- If logx/(a+b-2c)=logy/(b+c-2a)=logz/(a+c-2b), then prove that xyz=1
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- If frac(xylog(xy))(x+y)=frac(yzlog(yz))(y+z)=frac(zxlog(zx))(z+x) then...
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- If logx/(y-z)=logy/(z-x)=logz/(x-y) prove that xyz=1
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- If (3.7)^x=(.37)^y=1000,then prove that 1/x-1/y=1/3
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- If a^2+b^2=23ab,then prove that log((a+b)/5)=1/2(log a+log b)
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- If x^2+y^2=7xy,then prove that log(x+y)=log3+1/2(logx+logy)
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- If x^2+y^2=11xy,then prove that log((x+y)/13)=1/2(logx+logy)
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- If a^2+b^2=18ab,then prove that log((a-b)/4)=1/2(loga+logb)
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- If 4a^4+9b^4=37a^2b^2,then prove that log(2a^2+3b^2)=loga+logb+log7
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- If 2log(a+b)=loga+logb+log8,then prove that (a+b)^2=8ab
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