35.72 34.72 34.05 34.13 Time Pulse 34.12 152 35.72 124 36.17 140 152 35.37 146 35.57 Time 35.57 Pulse 128 35.43 136 36.05 144 148 34.7 144 34.75 140 35.62 132 34.85 Time Pulse Time Pulse Time Pulse...


A) Draw a residual plot of the data. Explain why a linear model is appropriate for the data


B) Suppose that the times have been recorded in seconds. For example, the time 34.12 minutes would be 2047 seconds. How would the value of r change?


35.72<br>34.72<br>34.05<br>34.13<br>Time<br>Pulse<br>34.12<br>152<br>35.72<br>124<br>36.17<br>140<br>152<br>35.37<br>146<br>35.57<br>Time<br>35.57<br>Pulse<br>128<br>35.43<br>136<br>36.05<br>144<br>148<br>34.7<br>144<br>34.75<br>140<br>35.62<br>132<br>34.85<br>Time<br>Pulse<br>Time<br>Pulse<br>Time<br>Pulse<br>136<br>33.93<br>156<br>35.68<br>124<br>124<br>34.60<br>136<br>35.28<br>132<br>148<br>34.00<br>148<br>35.97<br>139<br>144<br>34.35<br>148<br>

Extracted text: 35.72 34.72 34.05 34.13 Time Pulse 34.12 152 35.72 124 36.17 140 152 35.37 146 35.57 Time 35.57 Pulse 128 35.43 136 36.05 144 148 34.7 144 34.75 140 35.62 132 34.85 Time Pulse Time Pulse Time Pulse 136 33.93 156 35.68 124 124 34.60 136 35.28 132 148 34.00 148 35.97 139 144 34.35 148

Jun 08, 2022
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