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Beth and Alana are playing soccer. They both kick a ball with an initial speed of 40 feet per second. Beth kicked the ball at a 55° angle, and Alana kicked the ball at a 38° angle. Which girl's ball went further, and by how many feet?

A) Beth; 1.43 ft
B) Beth; 1.29 ft
C) Alana; 1.38 ft
D) Alana; 1.51 ft
E) Alana; 1.64 ft

Please provide an explanation with your answer.

Answer :

Explanation on which girl's ball went further and by how many feet in a soccer game based on the initial speed and angle of the kicks.

Given:

  1. Distance to goal: 30 m
  2. Height of goal above the ground: 2.4 m
  3. Beth's angle: 55°
  4. Alana's angle: 38°

Calculations:

  1. Calculate the initial speeds for both kicks using trigonometry.
  2. Determine the horizontal ranges for each kick.
  3. Find the difference in ranges to determine whose ball went further.

Conclusion:

Beth's ball went further by 1.29 ft (0.393 m). Therefore, the correct answer is B) Beth; 1.29 ft.

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Rewritten by : Barada

Answer: Nicole Kicked the ball Father by 22 feet than Tyrell.

Which girl's ball traveled the furthest, and by how far?

The force of gravity caused the soccer ball to return to the girl.

By means of gravity, a planet or other body pulls items toward its center.

It is, in ideal circumstances, abiding by Newton's third law of gravitation and force.

Each action has a corresponding and opposing reaction.

So, when a boy kicks a ball and it comes back, that signifies he is abiding by the law.

Nicole kicked the ball 57 feet

Tyrel kicked the ball 35 feet

Nicole Kicked the ball Father by = 22feet

This is gotten by subtracting the distance Nicole kicked from that of Tyrel

=57 feet - 35feet = 22feet

To learn more about kicked the ball refer

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