if y=x/x+1 find dy/d
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Given:
- y=x/x+1
To find:
- dy/dx
Solution:
Do refer to the attachment.
Formula used:
- d(u/v)/dx = (u.dv/dx - v.du/dx) / v²
- dC/dx = 0
- dx/dx = 1
Other Formulas:
- ddx√x=12√x.
- ddx√f(x)=12√f(x)ddxf(x)=12√f(x)f′(x)
- ddxc⋅f(x)=cddxf(x)=c⋅f′(x)
- ddx[f(x)±g(x)]=ddxf(x)±ddxg(x)=f′(x)±g′(x)
Attachments:
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