Question 61 - Algebra Practice | Prasnya

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Question 61 - Algebra Practice | Prasnya

Q61

00:00

24 Nov 2024

Q61.If

a, b

and

c

are positive real numbers such that

a > 10 \ge b \ge c

and

\dfrac{\log_8(a+b)}{\log_2 c} + \dfrac{\log_{27}(a-b)}{\log_3 c} = \dfrac23

, then the greatest possible integer value of

a

is

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Q61

00:00

24 Nov 2024

Q61.If

a, b

and

c

are positive real numbers such that

a > 10 \ge b \ge c

and

\dfrac{\log_8(a+b)}{\log_2 c} + \dfrac{\log_{27}(a-b)}{\log_3 c} = \dfrac23

, then the greatest possible integer value of

a

is

Your Answer

Save

Check

Details