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integration is the act of integrating,it is the act of bringing together smaller components into a single or small type of functions as only one..........

this is based on knowledge of differntiaton.as 1/x is of the form of x**-1.differntiation in a nutshell is the opposite of integration. so as d/dx of ln(x) is 1/x.hence integral of 1/x is ln(x). idk...

Intergration is also called anti-derivative so its just reverse of differentiation Thanks

go to bed at time and donot study till late night health is wealth so take a balanced diet no new concepts at this time just proper sleep and fresh mind helps you to give your best best of luck...

dear student, we know this formula ∫uv' dx = uv − ∫u'v dx now put v’= w So , ∫uw dx = uv − ∫u’ (∫w dx) dx Now replace w=v So, ∫uv dx = u∫v...

very lengthy question... assuming you are not a mathematitian and are studying for marks, here is a tip, if you see this type of long question, quickly skip it, it doesnt matter if you can do...

Dear student Your question is not complete.Please type the correct question in order to get a to-the-point answer.

hello anil kumar, where is the attachment quetion please attach the quetion..............................................................................................................

hello anil kumar, please tell me the quetion first.and type clearly the quetion..............................................................................

Ok now lets proceed step by step Variables: = R = radius of the semicircle, length = l and height = h Assume semicircle on the length => 2R = l and the perimeter is known hence P = constant = Now...

Dear Student, The graph for the given equation will be same as graph of y = sin2x but the portion below x-axis will be shifted above it (becuase y should always be positive). And because of 2x, there...

L IMIT OF A REAL F UNCTION : f(x) be a function defined in a deleted nbd of ‘a’ and l ∈ R, for each ∈ > 0, there exists δ > 0 such that 0 we write it as Lt f(x) = l x → a R IGHT LIMIT OF ‘ F ’ AT ‘ A ...

plot the graph of sin(x) and x/2. From just observing it we can see that it intersects at 3 points and hence the answer is 3.

There is no trick! For you to get a hang on which substitution to use where the only thing can help you is practice. The more you practice the more you get the intuition. The basis of this intuition...

the moment of inertia of a uniform rod of length 2l, cross -sectional area “ a ”about an axis perpendicular to the rod and passing through the mid-point of the rod is: I = a*(2l)^2/3 + a*l^2

PLEASE SIR IMMEDIATELY SENT YOUR IMAGE ATTACHED THE ABOVE QUESTION BECAUSE I DONT FIND YOUR IMAGE IN YOUR QUESTION.THANK YOU.

how come sqrt(cosx)=sqrt(1-sin^2x).I think the que is integrate sqrt(cos2x)/sinx.then it would be cos2x/{sinx.(cos2x)^1/2}

Substitute tanx = t => sec 2 xdx =dt => dx=dt/(1+t 2 ) Then integrate by parts to get the answer. Please approve the answer..

Multiply and divide by 2 to generate denominator as sin2x. Use the identity sin2x = 2tanx/1+tan 2 x. Simplyfy . then substitute tanx = t and integrate . Please approve the answer..

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