Evaluate the following integral

1.	Evaluate the following integral
Answer» ong>Answer: solve the indefinite integral trying to find the PRIMITIVE (or anti-derivative) of your integrand; this is a function that DERIVED will give you sin (x):∫sin(x)dx=−cos(x) After that we use the Fundamental Theorem of Calculus where, BASICALLY, we take our Primitive, we stick in first our upper extreme π/2 then the lower one 0 and subtract the values we obtain: −cos(π/2)−(−cos0))=1 so we get: ∫π/20 sin(x)dx=1 Therefore, the answer is 1. I am still in 9 th and TRIED my best. Hope it helps. If you want to know more about MATHEMATICS then you can visit my YouTube channel. The name of my channel is Samanyu Pattanayak

Answer»

ong>Answer:

solve the indefinite integral trying to find the PRIMITIVE (or anti-derivative) of your integrand; this is a function that DERIVED will give you

sin

(x):∫sin(x)dx=−cos(x)

After that we use the Fundamental Theorem of Calculus where, BASICALLY, we take our Primitive, we stick in first our upper extreme

π/2

then the lower one

and subtract the values we obtain:

−cos(π/2)−(−cos0))=1

so we get:

∫π/20 sin(x)dx=1

Therefore, the answer is 1.

I am still in 9 th and TRIED my best. Hope it helps.

If you want to know more about MATHEMATICS then you can visit my YouTube channel.

The name of my channel is

Samanyu Pattanayak

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