Each dataset includes information obtained from a $3-$min step incremental exercise test on a ergometer.

During each stage, the power output $($W$)$ increased, and the experimenter measured the participant$$s resulting heart rate.

Note that each dataset has a unique set of heart rates and cadence used during this incremental exercise test.

$1\mathrm{.}1.$ Solve for the missing values in columns A $($load in kg$)$ and B $($power output in kg$$m$$min in your Excel dataset. After

solving for the missing values in columns A and B$,$ convert power output from kg$$m$$min $-1$ to W using the conversion $1$

W $=6\mathrm{.}12$ kg$$m$$min Last, determine the amount of work $($J$)$ done while cycling for three minutes at each stage.

$1\mathrm{.}2.$ Create a table $($formatted following APA guidelines$)$ that includes all the data reported in your Excel spreadsheet $($i$.$e$.,$

your table should include a column for load $($kg$),$ power output $($kg$$m$$min $-1),$ power output $($W$),$ heart rate $($b$$min $-1),$

and work $($J$).$

$1\mathrm{.}3.$ Create a x$-$y scatter plot using the values from your dataset showing the relationship between power output $($W$)$ and heart rate $($b$$min $-1).$ When plotting your values, consider what is the

independent variable $($x$-$axis$)$ and dependent variable $($y$-$axis$)$ in this example