Question

If 2^a = 8^b and 3^2a = 27^b+1 , find a and b

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Answer 1

Since, 2A+3B=[23−1245] …………(1)

A+2B=[510632] ………….(2)

2× Equation (2)−  Equation (1)

⇒2A+4B−2A−3B=[10−22−30+112−26−44−5]

⇒B=[8−11102−1]

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Answer 2

Answer:

Since, 2A+3B=[23−1245] …………(1)

A+2B=[510632] ………….(2)

2× Equation (2)− Equation (1)

⇒2A+4B−2A−3B=[10−22−30+112−26−44−5]

⇒B=[8−11102−1]

Step-by-step explanation:

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