Question

evaluate log4(1+tan45degree)^2​

Answer 1

Answer:

1

Step-by-step explanation:

Log4 (1+1)²

Log 4(2)²=log 4 =1

⁴

Answer 2

Simplify:

Step-by-step explanation:

$\ Given \ that:$

$\ log_4(1+\tan 45^{\circ})^2\\\\\ Solve: \\\\\therefore tan\ 45^{\circ} =1\\\\\because \ log_4(1 + 1)^2\\\\\ log_4(2)^2\\\\\ 2^2= 2 \times 2 =4\\\\\ log_4(4)\\\\\because log_a \ a =\ 1 \ So, \ log_4(4) = 1$

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