$(5$ points$)$ Slanted$\_$golf $(5$ points$)$ Slanted$\_$golf

Known values:

Problem Statement: $$

A golf ball is struck at the low position shown, with initial velocity $140f\frac{t}{s}.$ Neglecting air effects, determine the following:

The maximum height $"$h$"$ the ball will reach:

The time required for the ball to land:

The distance $"$d$"$ to the place where the ball will land:

The velocity vector of the ball when it lands:

hat$(i)+$

hat$(j)$

Be sure to include units with your answers.

Known values:

$\backslash$theta

$$

v$0$

$8\backslash$deg $57\backslash$deg $140$ ft$/$s

Problem Statement:

A golf ball is struck at the low position shown, with initial velocity $140$ ft$/$s$.$ Neglecting air effects, determine the following:

The maximum height $"$h$"$ the ball will reach:

$250\mathrm{.}191$ft

The time required for the ball to land:

$4\mathrm{.}20599$s

The distance $"$d$"$ to the place where the ball will land:

$439\mathrm{.}2$ft

The velocity vector of the ball when it lands:

i$^+$

j$^$

Be sure to include units with your answers.