A
B
C
D
Text Solution
Verified by Experts
The correct Answer is:
Topper's Solved these Questions
LOGARITHM
ARIHANT SSC|Exercise EXERCISE LEVEL 1|50 VideosLOGARITHM
ARIHANT SSC|Exercise EXERCISE LEVEL 2|19 VideosLOGARITHM
ARIHANT SSC|Exercise EXERCISE LEVEL 2|19 VideosLINEAR EQUATIONS
ARIHANT SSC|Exercise Higher Skill Level Questions|7 VideosMENSURATION
ARIHANT SSC|Exercise TEST OF YOUR LEARNING|18 Videos
Similar Questions
Explore conceptually related problems
ARIHANT SSC-LOGARITHM -INTRODUCTORY EXERCISE- 16.1
- The value of log(81)27 is:
Text Solution
|
- The value of log(36)1/(216) is:
Text Solution
|
- The value of log(sqrt(5)) 5832 is
Text Solution
|
- The value of log(3sqrt(2)) 5832 is:
Text Solution
|
- The value of log(-1//5) 625 is:
Text Solution
|
- The value of log(10)(0.0001) is:
Text Solution
|
- The value of log(0.001) (10000) is:
Text Solution
|
- The value of (log(4)32 + log(9)243)
Text Solution
|
- The value of (log(2)8 + log(3)9 + log(5) 25) is:
Text Solution
|
- The value of (log(3)81) is:
Text Solution
|
- The value of log(2)log(3) log(5)(125)^(3) is:
Text Solution
|
- The value of log(2)log(2)log(2)(65536) is:
Text Solution
|
- The value of log(10)1 + log(10) 10 + log(10)100+…….. log(10)(100000000...
Text Solution
|
- The value of log(5)5 + log(5)5^(2) + log(5)5^(3)+…… + log(5)5^(n):
Text Solution
|
- The value of ""(27)log3 (81) is:
Text Solution
|
- The value of ""(216)log(6) 39 is
Text Solution
|
- The value of ""(25)^(-1//4 log(5)(25)) is:
Text Solution
|
- (log(10) 500000- log(10)5) is equal to:
Text Solution
|
- If log(5)[log(3)(log(2)x)]=1, then x is:
Text Solution
|
- If log(2) log(10)4x=1, then the value of x is:
Text Solution
|