Section B please

Recall that The equation ax + by + cz = 0 describes a plane in R3 that passes through the origin. The curve C in R3 is parameterized by r (t) = (-6 sin(2t), 8 sin(2t), 10 cos(2t)) for 0 S t S . B. [10 pts] Find specific values for a, b, and c - not all of which are 0 - so the curve traced out by r (t) lies on the plane ax + by + cz = 0 or state that no such scalars exist. Explain your work; solutions with insufficient or unclear explanations will be penalized