Question

1. a 1,700-calorie diet that contains 35 percent fat provides ______ grams of fat.

○ 66
○ 69
○ 71
○ 75
○ 82

1. a drink with 17 grams of alcohol provides ______ calories.

○ 79
○ 89
○ 99
○ 109
○ 119

Explanation:

Question 5

Step1: Find calories from fat

Fat provides 9 calories per gram. First, find 35% of 1700 calories (calories from fat).
$0.35 \times 1700 = 595$ calories from fat.

Step2: Convert calories to grams

Since 1 gram of fat = 9 calories, grams of fat = $\frac{\text{calories from fat}}{9}$.
$\frac{595}{9} \approx 66.11 \approx 66$ (but wait, let's recalculate: 17000.35=595; 595/9≈66.11, but maybe I made a mistake? Wait, no—wait, 35% of 1700: 17000.35=595. Then 595 divided by 9: 595/9≈66.11, which is ~66. But wait, the options have 66, 69, etc. Wait, maybe I messed up? Wait, no—wait, fat is 9 cal/g. Let me check again: 1700*0.35=595. 595/9≈66.11, so 66. But wait, maybe the problem is different? Wait, no, the formula is correct. So the answer should be 66? Wait, but let's check the options. The first option is 66. So:

Wait, 1700 * 0.35 = 595. 595 / 9 ≈ 66.11, so approximately 66. So the answer is 66.

Step1: Calories from alcohol

Alcohol provides 7 calories per gram. So for 17 grams, calories = $17 \times 7$.

Step2: Calculate

$17 \times 7 = 119$ calories.

Answer:

66

Question 6