The table shows the temperature y (in degrees Fahrenheit) at time z, where z =1 corresponds to 1:00 AM. Use the regression feature on a graphing calculator to find a quadratic model and a cubic model...


The table shows the temperature y (in degrees Fahrenheit) at time z, where z =1 corresponds to 1:00 AM. Use the regression feature on a graphing calculator to find a quadratic model and<br>a cubic model for the data.<br>6<br>10<br>12<br>14<br>16<br>18<br>20<br>3<br>5<br>9<br>11<br>14<br>13<br>12<br>9<br>Enter the quadratic model. Round each number to the nearest hundredth.<br>19<br>Enter the cubic model. Round each number to the nearest hundredth.<br>Use each rounded model to estimate the temperature at midnight (z = 24). Round your answers to the nearest degree.<br>quadratic: F<br>cubic<br>F<br>

Extracted text: The table shows the temperature y (in degrees Fahrenheit) at time z, where z =1 corresponds to 1:00 AM. Use the regression feature on a graphing calculator to find a quadratic model and a cubic model for the data. 6 10 12 14 16 18 20 3 5 9 11 14 13 12 9 Enter the quadratic model. Round each number to the nearest hundredth. 19 Enter the cubic model. Round each number to the nearest hundredth. Use each rounded model to estimate the temperature at midnight (z = 24). Round your answers to the nearest degree. quadratic: F cubic F

Jun 04, 2022
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