if 2cosA+sinA-2=0 if 0<A<90then the value of A is
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0
Answer:
Given
sinA+cosA=
2
sin(90−A)
⇒
2
1
sinA+
2
1
cosA=sin(90−A)
⇒sinA.cos45
∘
+cosA+sin45
∘
=sin(90−A)
⇒(A+45
∘
)=sin(90
∘
−A)
Equating
A+45=90−A
⇒2A=45
∘
⇒A=22
2
1
∘
A=
8
π
∴cotA=cot
8
π
=
2
+1
solution
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Answered by
0
Answer:
As long as we are dealing with ‘real’ values of theta, then:
maximum value is 1, which occurs when theta is 90° (and any multiple of 360° more or less than this)
minimum value is -1, which occurs when theta is 270° (and any multiple of 360° more or less than this)
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