Your answer is partially correct.

Two geological field teams are working in a remote area. A global positioning system $($GPS$)$ tracker at their base camp shows the

location of the first team as $42\mathrm{.}0km$ away, $16\mathrm{.}0$ north of west, and the second team as $30\mathrm{.}0km$ away, $34\mathrm{.}0$ east of north. When the

first team uses its GPS to check the position of the second team, what does it give for the second team's $($a$)$ distance from them and $($b$)$

direction, measured from due east?

$($a$)$ Number

Units

$($b$)$ Number

Units

eTextbook and Media

Hint

THE DEGREES IS NOT $16\mathrm{.}73$ OR $159\mathrm{.}17.$ EVERYTHING ELSE IS CORRECT BESIDES THE DEGREES.