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If log49​2 =a, log9​2 =b and log2​48 = c then what is the value of (c − 1/2b​)(1/a​−1/b​)
  • a)
    (7/3)4
  • b)
    (7/3)6
  • c)
    (7/3)8
  • d)
    (7/3)10
Correct answer is option 'A'. Can you explain this answer?
Verified Answer
Iflog492=a,log92=band log248= cthen what is the value of (c − 1/...
Let us start with calculating the value of c − 1/2b​
Now we need to calculate the value of (1/a​−1/b​)
Putting (I) and (II) in original equation
we get 
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Most Upvoted Answer
Iflog492=a,log92=band log248= cthen what is the value of (c − 1/...
Let us start with calculating the value of c − 1/2b​
Now we need to calculate the value of (1/a​−1/b​)
Putting (I) and (II) in original equation
we get 
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Community Answer
Iflog492=a,log92=band log248= cthen what is the value of (c − 1/...
The value of (c) cannot be determined with the given information.
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Iflog492=a,log92=band log248= cthen what is the value of (c − 1/2b)(1/a−1/b)a)(7/3)4b)(7/3)6c)(7/3)8d)(7/3)10Correct answer is option 'A'. Can you explain this answer?
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