If tan theta = a/b , find the value of x/roota2+x2
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Answered by
1
Answer:
Hҽყα
Step-by-step explanation:
Let's assume @ as theta
Given that tan@ = a/b
Therefore, the opposite side is a and the adjacent side x
So the hypotenuse would be root(a²+x²)
so x/root(a²+x²) = adjacent side/hypotenuse
that's, cos @ .
That's it
Hope it helped (●´ϖ`●)
Hҽყα
Step-by-step explanation:
Let's assume @ as theta
Given that tan@ = a/b
Therefore, the opposite side is a and the adjacent side x
So the hypotenuse would be root(a²+x²)
so x/root(a²+x²) = adjacent side/hypotenuse
that's, cos @ .
That's it
Hope it helped (●´ϖ`●)
Answered by
2
HELLO MATE【◆◆◆◆◆】【●●●●●】----------
⭐️⭐️Let's assume @ as theta
Given that tan@ = a/b
Therefore, the opposite side is a and the adjacent side x
So the hypotenuse would be root(a²+x²)
so x/root(a²+x²) = adjacent side/hypotenuse
that's, cos
HENCE PROVED.
HOPE THIS HELP YOU..☺️☺️
sanwi55:
Nice ans rishu
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