17. Let C C be the curve y = (x−1)3 y = (x 1) 3 and let L L be the line 3y+x = 0. 3 y + x = 0 Find the equation of all lines that are tangent to C C and are also perpendicular to L. L . Draw a labeled ...

8. Consider the parametric curve x(t) = −2+2cost, x (t) = 2 + 2 cos t, y(t) = 1−2sint. y (t) = 1 2 sin t State the Cartesian equation of the curve and the sketch the curve. Determine the direction of ...

While differentiating a function, if Tangent encounters a function call, it first checks if it has a gradient registered for that function. If not, it tries to get the function source, and generate a ...

It will take too much time, as we have more variables to alter. However, we are on the right track by altering our regression line and calculating the resulting RSS values. Remember in the last lesson ...

The average speed over the 10 seconds = gradient of the line from (0, 0) to (10, 200) = 200 10 = 20 m/s. To find an estimate of the speed after 6.5 seconds, draw the tangent to the curve at 6.5.

The average speed over the 10 seconds = gradient of the line from (0, 0) to (10, 200) = 200 10 = 20 m / s. To find an estimate of the speed after 6.5 seconds, draw the tangent to the curve at 6.5.

Due to the limitation of the gradient constraint, only the normal flow, which is one of the optical flow components that is in the direction of the image gradient, can be computed directly.