a ball is thrown at an angle of 76 degrees with an initial speed of 68 ft/s and an initial height of 6 ft. Determine when the snowball reached its maximum height.

Respuesta :

The ball will reach it's maximum height after 65.98s

To solve this problem, we would use equation of time to attain maximum height under projectile motion.

T[tex]_m_a_x[/tex]= (Usinθ)/g

The data given are;

  • H[tex]_o[/tex] = 6ft
  • Initial speed/velocity (U) = 68 ft/s
  • θ = 76°

Time to reach Maximum Height

[tex]T_m_a_x = u sinx\\T_m_a_x = 68sin76\\T_m_a_x = 65.98s[/tex]

The time it takes the ball to attain maximum height is 65.98s.

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