POSITION vs$.$ TIME GRAPH

a$.$ Plot position $($m$)$ vs$.$ time using a scatter plot.

b$.$ Title the graph "Position vs$.$ Time$-$Free$-$Fall Motion".

c$.$ Be sure to include proper axes and graph titles, units, scale, etc.

d$.$ Add a polynomial trendline of degree $2$ and include trendline equation and $R^2$ value

on chart.

e$.$ Add a chart subtitle.

In the subtitle, indicate the acceleration of the object as given in the trendline

equation, with proper units.

$5$

In the subtitle, indicate the $\%$ error between the acceleration shown in the

equation and the theoretical value.

ii$.$ Move chart to new page with tab titled "Position vs$.$ Time".

C$.$ VELOCITY vs$.$ TIME GRAPH

a$.$ Plot velocity $(\frac{m}{s}$ vs$,$ time using a scatter plot.

b$.$ Title the graph "Velocity vs$.$ Time$-$Free$-$Fall Motion".

c$.$ Be sure to include proper axes and graph titles, units, scale, etc.

d$.$ Add a linear trendline; include trendline equation and $R^2$ value on chart.

e$.$ Add a chart subtitle and

Indicate the acceleration of the object as given in the trendline equation,

with proper units.

Indicate the $\%$ error between the acceleration above and the theoretical

value.

f$.$ Move chart to new page with tab titled "Velocity vs$.$ Time".

D$.$ ACCELERATION vs$.$ TIME GRAPH

a$.$ Plot theoretical acceleration $(\frac{m}{s^2})$ vs$.$ time using a scatter plot.

b$.$ Title the graph "Acceleration vs$.$ Time$-$Free$-$Fall Motion".

c$.$ Be sure to include proper axes and graph titles, units, scale, etc.

d$.$ Add a linear trendline; include trendline equation and $R^2$ value on chart.

e$.$ Move chart to new page with tab titled "Acceleration vs$.$ Time".