For the curve function also, when we integrate y=f(x), we get the area below the curve up to x-axis, it it? so, it will deduct the area from 1 to 2, is it
Because the linear function is on top of the curve function, it’s always top function minus bottom function when integrating in terms of x and right minus left function when integrating in terms of y
What if you integrate the line between -2 and 2, this will give you area between the line and the x axis which includes the unshade region. Then you again add area between -2 and 1after integrating the curve then lastly subtract area between 1 and 2 after integrating the curve??? I will appreciate if you reply back. Thank you
Because if you integrate a single function it area given is the area between x axis and the function but if the function has more curve below x axis it becomes nagetive...
Wow this amazing tutorial I ever seen before 🎉🎉
Thank u calculus lesson well presented.
Why do we say linear function minus the curve function and not the way round please?
For the curve function also, when we integrate y=f(x), we get the area below the curve up to x-axis, it it? so, it will deduct the area from 1 to 2, is it
Because the linear function is on top of the curve function, it’s always top function minus bottom function when integrating in terms of x and right minus left function when integrating in terms of y
What if you integrate the line between -2 and 2, this will give you area between the line and the x axis which includes the unshade region. Then you again add area between -2 and 1after integrating the curve then lastly subtract area between 1 and 2 after integrating the curve??? I will appreciate if you reply back. Thank you
same doubt..i have..
Thanks, I learned a lot ❤
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Can we subtract x+2 from the other equation to make it easier
why we are subtracting the area of curve(x^2+x-2)? are we finding only the area above the x-axis?
We need area enclosed between the two. Hope that helps. Thanks
Thankyou so much anil kumar! I learned nothin
Thank you sir
Thank you so much sir
will the area always come positive this way, in physics the area of curve below x axis comes negative, why it is so.
Because if you integrate a single function it area given is the area between x axis and the function but if the function has more curve below x axis it becomes nagetive...
Thanks,
Kuma fahmin
Yo
Try this on area under curve too.👇
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thank you sir