if sin A = 1/root2 find the value of cot A
Answers
Answered by
11
heya friends !!!
it's too easy ...
sinA=p/h. where p is perpendicular b is base and h is height of right angle triangle
◆ (by using Pythagoras theorm )
b=√h^2-p^2
=)b=√(√2)^2-1^2
=)b,=√2-1
b,=√1=1
so, cot ¢=p/b=1/1=1
so :cot¢=cot45°
and ¢=45°.
hope it help you.
@rajukumar ☺
it's too easy ...
sinA=p/h. where p is perpendicular b is base and h is height of right angle triangle
◆ (by using Pythagoras theorm )
b=√h^2-p^2
=)b=√(√2)^2-1^2
=)b,=√2-1
b,=√1=1
so, cot ¢=p/b=1/1=1
so :cot¢=cot45°
and ¢=45°.
hope it help you.
@rajukumar ☺
Answered by
6
sin A = 1/√2
sin A = sin 45
A = 45
cot A =
cot 45 =1
sin A = sin 45
A = 45
cot A =
cot 45 =1
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