Transcribed Image Text
Show that the curve with parametric equations x = t cos(t), y = t sin(t), z = t lies on the cone z = x + y.suppose a curve is defined by the parametric equations x = t cos(t), y = t sin(t), z = t; then x=______x + y =_____and z^2=____ thus, x + y=(____) (cos(t)(cos (t) + sin(t)) = z, so the curve lies on the cone z = x + y.,
Other questions asked by students
Identify the top argument for using Bisphenol A with scientific support and the top argument...
1 In parallelogram ABCD mzB 9x 3 and mzC 3x 33 What is the mzD...
A candle that is 11 inches tall burns 1/4 inch every hour. A 13-inch candle...
There are thirty-six students in your chemistry class, including yourself. You will be in a...
A 25-ft ladder is leaning against a building. If the base of the ladder is...