Differentiation of (√a2-x2)/(√a2+x2)
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Change the eqn to another form (1−x2)1/2(1−x2)1/2
Use chain rule.
dydx=12(1−x2)−1/2(−2x)dydx=12(1−x2)−1/2(−2x)
dydx=−2x21−x2−−−−−√dydx=−2x21−x2
dydx=−x1−x2−−−−−√
Use chain rule.
dydx=12(1−x2)−1/2(−2x)dydx=12(1−x2)−1/2(−2x)
dydx=−2x21−x2−−−−−√dydx=−2x21−x2
dydx=−x1−x2−−−−−√
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