Question

integration of
$\sin( \sqrt{x} )$
​

Answer 1

Answer:

What do you understand from this---- Will the jaguar outrun the hunter's cold pursuit? ... It means that despite the fact that jaguars are amongst the fastest animals on the land, the speaker still wonders if they can escape the hunting gun that threatens their survival. 5. Why are the habitats of snakes turning to roads

Answer 2

Use the substitution t=x−−√, and then use integration by parts. From the substitution, you should get:

$∫sinx−−√dx=2∫tsin(t)dt$

Then, use integration by parts. Let u=t and dv=sint. Then du=dt and v=−cost, and we have:

∫tsin(t)dt=$−tcost+∫cos(t)dt=sint−tcost=sinx−$−√−x−−√cosx−−√

and we have the solution:

∫sinx−−√dx=2(sinx−−√−x−−√cosx−−√)

I hope this clears up the matter for you!