Integral Of Absolute Value
w Find the exact integral part of quantity x?
Remember, when you have an absolute value, it becomes a positive negative area.
For example, if you have to "| x | dx a to b where a <0 and b> 0, you will divide the must by:
x "x dx a to 0 + Â" x dx 0 to b.
If you have a negative part in the range, make the second mandatory one that goes from 0 to this number.
As an example. If the range is from a to b, where a is a positive scalar, then it becomes a must.
Integral X to A + Integral X to B
«| x | dx = {x² / 2, x <0 xÂò / 2, x  0.
Integral Of Absolute Value
Integral Of Absolute Value
w Find the exact integration of quantity x? 3
I have no idea.
Remember that for absolute values you will enter the positive negative zone.
For example, if you have a "| x | dx with a <0 and b> 0 from a to b, you would divide the integral into:
"x dx a to 0 + ˆÂ" x dx 0 to b
If you have a negative part in the range, create another integral that goes from 0 to this number in the range.
As an example. If the range is from a to b, where a is a positive scalar, then it becomes an integral.
Integral x 0 to a + integral x 0 to b.
