If cot2A = tan(A-39), where 2A is an acute angle, the value of A is
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Tan(90-2A)=tan(A-39)
Equate the angle then,
90-2A=A-39
90+39=A+2A
129=3A
129/3=A
43=A
Equate the angle then,
90-2A=A-39
90+39=A+2A
129=3A
129/3=A
43=A
Answered by
1
Answer:
Step-by-step explanation:
cot2A = tan (A - 39°)
cot (90°- 2A ) = cot (A - 39°) [∵cotA=tan(90−θ)]
90° - 2A = A - 39°
90° + 39° = A + 2A
3A = 129°
A = 129/3
A = 43°
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