integral of xdx and only dx is.?
Reetkaur111:
int of xdx=x^2/2 ..and intdx=x
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int of x dx=x^2/2 nd int of dx=x
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Hi...☺
Here is your answer...✌
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(⭐) : ∫ (x) dx = x²/2
★Using { ∫ (x^n) dx = x^(n+1) / (n+1) }
(⭐) : ∫ dx = x
★Explanation :
∫ dx = ∫ 1.dx
=∫ (x^0) dx ___(Since x^0 = 1 )
= x^(0+1) / (0+1) = x
Here is your answer...✌
=================================
(⭐) : ∫ (x) dx = x²/2
★Using { ∫ (x^n) dx = x^(n+1) / (n+1) }
(⭐) : ∫ dx = x
★Explanation :
∫ dx = ∫ 1.dx
=∫ (x^0) dx ___(Since x^0 = 1 )
= x^(0+1) / (0+1) = x
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