Slve dy dx 1 x y 2 by introducing the substitution vx
Solve dy dx = 1 x + y + 2 by introducing the substitution v(x) = x + y(x) + 2. The new equation will be in terms of v as a function of x, which is separable.
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solve dy dx 1 x y 2 by introducing the substitution vx x yx 2 the new equation will be in terms of v as a
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consider the function fx x2 2use the limit definition of the derivative to find the derivative of f at the point x 1
from the real life perspective the derivative is the instantaneous rate of change what does this mean how can we use
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