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For the Following Problems, Refer to Table 10-2 -The Patient Weighs

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Essay

For the following problems, refer to Table 10-2. Table 10-2 insulin Units Required Based on CH Units and Weight

 Weight in Pounds  Weight in Kg10010945.549.51101295058.61301395963.214014963.6.67.7150.15968.272.3160.16072.7.76.8170.17977.381.418018981.865.919019886.490200.23990.9108.6240+109.1+ Unite grams of CHO 1:161:151:141:131:121:111:101:91:81:715\begin{array}{l}\begin{array}{lll}\text { Weight in Pounds }&\text { Weight in Kg}\\\hline 100-109 & 45.5-49.5 \\110-129 & 50-58.6 \\130-139 & 5963.2 \\140-149 & 63.6 .67 .7 \\150.159 & 68.272 .3 \\160.160 & 72.7 .76 .8 \\170.179 & 77.3-81.4 \\180-189 & 81.865 .9 \\190-198 & 86.490 \\200.239 & 90.9108 .6 \\240+ & 109.1+\end{array}\begin{array}{lll}\text { Unite grams of CHO }\\\hline 1: 16 \\1: 15 \\1: 14 \\1: 13 \\1: 12 \\1: 11 \\1: 10 \\1: 9 \\1: 8 \\1: 7 \\15\end{array}\end{array}
-The patient weighs 215 lb215 \mathrm{~lb} . She ate 32 g CHO32 \mathrm{~g} \mathrm{~CHO} for breakfast, 20 g CHO20 \mathrm{~g} \mathrm{~CHO} for lunch, 42 g CHO42 \mathrm{~g} \mathrm{~CHO} for dinner, and 10 g CHO10 \mathrm{~g} \mathrm{~CHO} for a bedtime snack.
How many total units of insulin did she require for the entire day?

Interpret the probability of a Z-score in a standard normal distribution.
Understand the relationship between percentiles and Z-scores in normal distributions.
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Apply knowledge of standard normal distribution properties to real-life situations.

Definitions:

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A method employed to convey the advantages and unique features of a product or service to potential customers, aiming to influence their purchase decision.

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