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Differentiation reveals the rate-of-change (or instantaneous rate-of-use) of the original quantity or equation. Integration reveals the cumulative effect of the original quantity or equation.

Integration formulas are the formulas which are used to solve various integration problems, ? 1 dx = x + C. ? xn dx = x(n + 1)/(n + 1)+ C. ? 1/x dx = log |x| + C.

TRICK TO MEMORIZE INTEGRATION FORMULAS - YouTube YouTube Start of suggested clip End of suggested clip You can easily write from this integral of tan X DX. You can easily write from integral of sine X DXMoreYou can easily write from this integral of tan X DX. You can easily write from integral of sine X DX integral of sine X DX is what - cos x so integral of tan X DX.

We follow the following simple quick steps to find the integral of the product of two functions: Identify the functions u(x) and v(x). ... Find the derivative of u: du/dx (= u') Integrate v: ?v dx. Key in the values in the formula ?u · v dx = u ?v dx- ?(u' ?(v dx)) dx. Simplify and solve.

Basic Integration Formulas for Calculus 1 - YouTube YouTube Start of suggested clip End of suggested clip Here is an example. So you see how this works let's say we have two and want to integrate this. WellMoreHere is an example. So you see how this works let's say we have two and want to integrate this. Well again what's a function whose derivative is 2 well 2x. And then we just add a constant.

Important Integration Rules Power Rule. Sum Rule. Different Rule. Multiplication by Constant. Product Rule.

The formula for integration by parts is ? uv·dx = u? v·dx - ?( u'? v·dx)·dx. Here the function 'u' is chosen such that the derivative formula of this function can be calculated.