Home /
Expert Answers /
Calculus /
a-line-is-parameterized-by-x-4-3t-and-y-4-7t-a-what-part-of-the-line-is-obtained-by-restr-pa388
(Solved): A line is parameterized by x = 4 + 3t and y = 4 + 7t. (a) What part of the line is obtained by restr ...
A line is parameterized by x = 4 + 3t and y = 4 + 7t. (a) What part of the line is obtained by restricting t to nonnegative numbers? We get the part of the line to the left of and below the point (4,4). (b) What part of the line is obtained if t is restricted to −1≤ t ≤ 0? We get the part of the line to the right of and above the point (4,4). (c) How should t be restricted to give the part of the line to the left of the y-axis? NOTE: Enter an exact inequality or round to three decimal places.
A line is parameterized by x=4+3t and y=4+7t. (a) What part of the line is obtained by restricting t to nonnegative numbers? We get (b) What part of the line is obtained if t is restricted to −1≤t≤0 ? We get (c) How should t be restricted to give the part of the line to the left of the y-axis? NOTE: Enter an exact inequality or round to three decimal places.