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Test: Logarithm- 4 (September 23) - CAT MCQ


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10 Questions MCQ Test Daily Test for CAT Preparation - Test: Logarithm- 4 (September 23)

Test: Logarithm- 4 (September 23) for CAT 2024 is part of Daily Test for CAT Preparation preparation. The Test: Logarithm- 4 (September 23) questions and answers have been prepared according to the CAT exam syllabus.The Test: Logarithm- 4 (September 23) MCQs are made for CAT 2024 Exam. Find important definitions, questions, notes, meanings, examples, exercises, MCQs and online tests for Test: Logarithm- 4 (September 23) below.
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Test: Logarithm- 4 (September 23) - Question 1

If log4 5 = a and log5 6 = b then what is the value of log3 2?

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Test: Logarithm- 4 (September 23) - Question 2

If 2 [log (x + y) - log 5] = logx + logy, then what is the value of x2 + y2?

Detailed Solution for Test: Logarithm- 4 (September 23) - Question 2

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Test: Logarithm- 4 (September 23) - Question 3

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Test: Logarithm- 4 (September 23) - Question 4

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Test: Logarithm- 4 (September 23) - Question 5

What is the value of  log32.log43.log54...log1615?

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Test: Logarithm- 4 (September 23) - Question 6

log 32700 = ? 

Detailed Solution for Test: Logarithm- 4 (September 23) - Question 6

Log 32700 = log 3.27 + log 10000 = log 3.27 + 4

Test: Logarithm- 4 (September 23) - Question 7

If log102 = .301 find log10125.

Detailed Solution for Test: Logarithm- 4 (September 23) - Question 7

log10 125 = log10( 1000/8) = log. 1000 - 31og2 = 3 - 3 x 0.301 = 2.097

Test: Logarithm- 4 (September 23) - Question 8

log153375 x log41024 = ?

Detailed Solution for Test: Logarithm- 4 (September 23) - Question 8

log153375 x Log41024 = 3 log151 5 x 5 log4 4 = 3 x 5 = 15.

Test: Logarithm- 4 (September 23) - Question 9

log625 √5 = ?

Detailed Solution for Test: Logarithm- 4 (September 23) - Question 9

1/2 log625 5 = [1/(2 x 4)] log55 = 1/8.

Test: Logarithm- 4 (September 23) - Question 10

3 log 5 + 2 log 4 - log 2 = ?

Detailed Solution for Test: Logarithm- 4 (September 23) - Question 10

3 log 5 + 2 log 4 - log 2

= log 125 + log 16 - log 2

= log (125 x 16)/2

= log 1000 = 3.

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