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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a 20330 cubic foot room initially has a radon level of 855 picocuries per cubic foot a ventilation system is installed
a conical tank is resting on its apex the height of the tank is 12 ft and the radius of its top is 7 ft the tank is
problem given fx4x - x2nbsp knbspamp 13k on the graph of fk2a write you equation after substituting in the value of kb
find the volume of the solid formed by rotating the region inside the first quadrant enclosed by y x2 y 3x about the
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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anbspfind a linear function fperp perpendicular to f left parenthesis x right parenthesis equals negative seven fifths
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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