integral of (sinx)x^0.5
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Integral of sinx is - cosx
So integrating as a whole will be:
(sin x)^0.5
= (((sinx)^1.5)/1.5) (-cosx) +c
A note to remember: Integrating increases the value of the power by one and the new value of the power is then divided by the whole thing. Also, you have to add a constant at the end of every integration.
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So integrating as a whole will be:
(sin x)^0.5
= (((sinx)^1.5)/1.5) (-cosx) +c
A note to remember: Integrating increases the value of the power by one and the new value of the power is then divided by the whole thing. Also, you have to add a constant at the end of every integration.
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TINSON:
WRONG ANSWER MAN..........!!! I ASKED U WHAT IS THE INTEGRAL OF sinX *root X..SORRY CHECK THE QUESTIOIN AGAIN,,,,,,,,,,
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