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QuestionDetermine which client has the lowest cardiac risk by calculating total cholesterol divided by HDL for each client.

Studdy Solution

STEP 1

Assumptions1. The total cholesterol level and HD level of each client is given. . The cardiac risk is determined by the ratio of total cholesterol to HD level. The lower the ratio, the lower the cardiac risk.

STEP 2

First, we need to calculate the cholesterol to HD ratio for each client. The formula for this isCholesterol to HD ratio=Total cholesterol levelHDL level\text{Cholesterol to HD ratio} = \frac{\text{Total cholesterol level}}{\text{HDL level}}

STEP 3

Now, let's calculate the cholesterol to HD ratio for Client A. Plug in the given values for the total cholesterol level and HD level.
Cholesterol to HD ratio for Client A=224 mg/d38 mg/d\text{Cholesterol to HD ratio for Client A} = \frac{224 \, \text{mg/d}}{38 \, \text{mg/d}}

STEP 4

Calculate the cholesterol to HD ratio for Client A.
Cholesterol to HD ratio for Client A=224 mg/d38 mg/d=.89\text{Cholesterol to HD ratio for Client A} = \frac{224 \, \text{mg/d}}{38 \, \text{mg/d}} =.89

STEP 5

Now, let's calculate the cholesterol to HD ratio for Client B. Plug in the given values for the total cholesterol level and HD level.
Cholesterol to HD ratio for Client B=198 mg/d35 mg/d\text{Cholesterol to HD ratio for Client B} = \frac{198 \, \text{mg/d}}{35 \, \text{mg/d}}

STEP 6

Calculate the cholesterol to HD ratio for Client B.
Cholesterol to HD ratio for Client B=198 mg/d35 mg/d=5.66\text{Cholesterol to HD ratio for Client B} = \frac{198 \, \text{mg/d}}{35 \, \text{mg/d}} =5.66

STEP 7

Now, let's calculate the cholesterol to HD ratio for Client C. Plug in the given values for the total cholesterol level and HD level.
Cholesterol to HD ratio for Client C=210 mg/d55 mg/d\text{Cholesterol to HD ratio for Client C} = \frac{210 \, \text{mg/d}}{55 \, \text{mg/d}}

STEP 8

Calculate the cholesterol to HD ratio for Client C.
Cholesterol to HD ratio for Client C=210 mg/d55 mg/d=3.82\text{Cholesterol to HD ratio for Client C} = \frac{210 \, \text{mg/d}}{55 \, \text{mg/d}} =3.82

STEP 9

Now that we have the cholesterol to HD ratios for all clients, we can compare them to determine which client has the lowest cardiac risk. The client with the lowest ratio has the lowest cardiac risk.
Client C has the lowest cholesterol to HD ratio, so Client C has the lowest cardiac risk.

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