the Normal Curve Table 10/9/17,

A jar of peanut butter contains 454 grams with a standard deviation of 10.4 grams. Assuming a normal​ distribution, find the probability that a jar contains less than 451 grams.

Click here for page 1 of the Areas under the Normal Curve Table

Click here for page 2 of the Areas under the Normal Curve Table

The probability the jar contains less than 451grams is nothing

​(Round to four decimal places as​ needed.

  • Attachment 1
  • Attachment 2

 ATTACHMENT PREVIEW Download attachment10/9/17, 10(11 PMPage 2 of Area under the Normal Curve TablePage 1 of 2https://xlitemprod.pearsoncmg.com/Player/Player.aspx?cultureId=&theme=math&disableStandbyIndicator=true&assignmentHandlesLocale=trueAreas under the Normal Curve (continued)The column under A gives the proportion of the area under the entirecurve that is between z0 and a positive value of z.=zAzAzAzA1.92.47262.42.49222.92.49833.42.49971.93.47322.43.49252.93.49833.43.49971.94.47382.44.49272.94.49843.44.49971.95.47442.45.49292.95.49843.45.49971.96.47502.46.49312.96.49853.46.49971.97.47562.47.49322.97.49853.47.49971.98.47622.48.49342.98.49863.48.49981.99.47672.49.49362.99.49863.49.49982.00.47732.50.49383.00.49873.50.49982.01.47782.51.49403.01.49873.51.49982.02.47832.52.49413.02.49873.52.49982.03.47882.53.49433.03.49883.53.49982.04.47932.54.49453.04.49883.54.49982.05.47982.55.49463.05.49893.55.49982.06.48032.56.49483.06.49893.56.49982.07.48082.57.49493.07.49893.57.49982.08.48122.58.49513.08.49903.58.49982.09.48172.59.49523.09.49903.59.49982.10.48212.60.49533.10.49903.60.49982.11.48262.61.49553.11.49913.61.49992.12.48302.62.49563.12.49913.62.49992.13.48342.63.49573.13.49913.63.49992.14.48382.64.49593.14.49923.64.49992.15.48422.65.49603.15.49923.65.49992.16.48462.66.49613.16.49923.66.49992.17.48502.67.49623.17.49923.67.49992.18.48542.68.49633.18.49933.68.49992.19.48572.69.49643.19.49933.69.49992.20.48612.70.49653.20.49933.70.49992.21.48652.71.49663.21.49933.71.49992.22.48682.72.49673.22.49943.72.49992.23.48712.73.49683.23.49943.73.49992.24.48752.74.49693.24.49943.74.49992.25.48782.75.49703.25.49943.75.49992.26.48812.76.49713.26.49943.76.49992.27.48842.77.49723.27.49953.77.49992.28.48872.78.49733.28.49953.78.49992.29.48902.79.49743.29.49953.79.49992.30.48932.80.49743.30.49953.80.49992.31.48962.81.49753.31.49953.81.49992.32.48982.82.49763.32.49963.82.49992.33.49012.83.49773.33.49963.83.49992.34.49042.84.49773.34.49963.84.4999

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