Solve the problem using a graphing calculator.
-Given that the parametric equations of flight on the moon are $x = ( v \cos \theta ) t$ and $y = ( v \sin \theta ) t - 2.66 t ^ { 2 }$, determine the approximate distance that a baseball travels if it is thrown on the moon with a velocity of 91 feet per second at an angle of $23 ^ { \circ }$ relative to level ground.
A) 475 feet
B) 1120 feet
C) 186 feet
D) 2638 feet

Question

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The Answer of Solve the problem using a graphing calculator.
-Given that the parametric equations of flight on the moon are $x = ( v \cos \theta ) t$ and $y = ( v \sin \theta ) t - 2.66 t ^ { 2 }$, determine the approximate distance that a baseball travels if it is thrown on the moon with a velocity of 91 feet per second at an angle of $23 ^ { \circ }$ relative to level ground.
A) 475 feet
B) 1120 feet
C) 186 feet
D) 2638 feet

Solve the Problem Using a Graphing Calculator x=(vcos⁡θ)tx = ( v \cos \theta ) tx=(vcosθ)t

Solve the Problem Using a Graphing Calculator $x = ( v \cos \theta ) t$