int 2x/1+c^2 ×dx
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Answer:
Q.
\int\frac{1}{2}dx - { \int\frac{1}{2}dx}∫
2
1
dx−∫
2
1
dx
Answer:-
Integrating with respect to dx
integration of adx is 'ax' where 'a' is constant
\int\frac{1x}{2}+C- { \int\frac{1x}{2}+C}=0∫
2
1x
+C−∫
2
1x
+C=0
1/2 is a constant term in given question
C is the constant of integration/anti derivative
Formula used
a\int{dx} =axa∫dx=ax
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