Many of you have been practicing a lot for your upcoming exams. Thus, to give you a head start we thought of helping you by bringing out daily Mathematics quiz on NDA, Navy, Air-Force and various other defence exams, that will help you boost up your preparation a lot more. Moreover, this quiz contains expected questions which match the Exam Pattern of most of the Defence Exams. Today’s Quiz is based on Important Logarithms Questions. We make sure that we provide Logarithms Question Bilingual as students demand for both English and Hindi Language. Make sure to attempt this Important Mathematics Quiz 1st October 2019 based on Important Logarithms (लघुगणक) Questions and check your preparation level.
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Question 1 of 10
1. Question
$log_6(216\sqrt{6})$ is equal to $log_6(216\sqrt{6})$ का मान बराबर है
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Question 2 of 10
2. Question
If $log_a(ab)=x$ then, $log_b(ab)$ is equal to यदि $log_a(ab)=x$ है, तो $log_b(ab)$ किसके बराबर है ?
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Question 3 of 10
3. Question
If a, b, c are three consecutive positive integers, then $log(1+ca)=$ यदि a,b,c तीन क्रमागत धनात्मक पूर्णांक हैं, तो $log(1+ca)$
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Question 4 of 10
4. Question
Value of $log_{3}(6)+log_{2}(24)-4log_{6}(54)$ $log_{3}(6)+log_{2}(24)-4log_{6}(54)$ का मान है
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Question 5 of 10
5. Question
Value of $log_{10}tan1^{o}\;+log_{10}tan2^{o}\;+…+log_{10}tan89^{o}$ $log_{10}tan1^{o}\;+log_{10}tan2^{o}\;+…+log_{10}tan89^{o}$ का मान है
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Question 6 of 10
6. Question
Value of $log_{y}x^{5}\;.log_{x}y^{2}\;.log_{z}z^{3}$ $log_{y}x^{5}\;.log_{x}y^{2}\;.log_{z}z^{3}$ का मान है
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Question 7 of 10
7. Question
$a\;log_{a}x$ is equal to $a\;log_{a}x$ किसके बराबर है ?
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Question 8 of 10
8. Question
If $log_{\sqrt{8}}b=3\frac{1}{3}$, then value of $b$ is यदि $log_{\sqrt{8}}b=3\frac{1}{3}$ है, तो $b$ का मान है
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Question 9 of 10
9. Question
$(yz)^{log\;y-log\;z}\times(zx)^{log\;z-log\;x}\times(xy)^{log\;x-log\;y}$ is equal to $(yz)^{log\;y-log\;z}\times(zx)^{log\;z-log\;x}\times(xy)^{log\;x-log\;y}$ बराबर है
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Question 10 of 10
10. Question
If $\frac{1}{log_{a}x}+\frac{1}{log_{c}x}=\frac{2}{log_{b}x}$, then $a,b$ and $c$ are in यदि $\frac{1}{log_{a}x}+\frac{1}{log_{c}x}=\frac{2}{log_{b}x}$ हो, तो $a,b$ तथा $c$ है
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