Solve anyone , I need process { not all , only one but with process }
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ohhooo
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(1)
Now, sinA = 1/√2
⇒ sinA = sin45°, when 0° < A < 90°
⇒ A = 45°
Also, sinA = 1/√2
⇒ sinA = sin135°
⇒ A = 135°
In 1st and 2nd quadrant, sine is always positive.
Hence, we have two values of A,
A = 45°, 135°
These values are the simple values of A.
Now, we proceed to find a general solution for A.
Here, sinA = 1/√2
⇒ sinA = sin45°
Hence, A = nπ + (- 1)ⁿα, where α = 45° and n be Natural number.
#MarkAsBrainliest
(1)
Now, sinA = 1/√2
⇒ sinA = sin45°, when 0° < A < 90°
⇒ A = 45°
Also, sinA = 1/√2
⇒ sinA = sin135°
⇒ A = 135°
In 1st and 2nd quadrant, sine is always positive.
Hence, we have two values of A,
A = 45°, 135°
These values are the simple values of A.
Now, we proceed to find a general solution for A.
Here, sinA = 1/√2
⇒ sinA = sin45°
Hence, A = nπ + (- 1)ⁿα, where α = 45° and n be Natural number.
#MarkAsBrainliest
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