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arcsin(x) + c
y' = dy/dx = (2x)/(y+1) Separate x's and y's in this case.
y + 1 dy = 2x dx Now integrate both sides.
(y2)/2 + y = (2x2)/ 2 + C Don't forget the constant.
(yDMAnswered by Daniel M. • Maths tutor4083 Views
This is a question that can be answered in two ways: using the product rule and the rule for differentiating powers, we will do both to see how the two rules are equivalent. chain rule: split the function...
Completing the square is often useful when solving equations! An example: x2 +6x-7=0. Step 1) We want to move the constant to the right hand side: x2+6x=7. Step 2) Now, add the squar...
The geometric series takes the form of ax^n where n is a number from 0 to infinity with 0 being the first number in the series.
The sum of this series is S = a + ax + ax^2 + ...
If we brea...
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