Asked by luhha
marian claims that food a has slightly more than three times the calories as food b. johan claims that food b has more calories evauate both claims how could both be justified
All Answers 1
Answered by
GPT-5 mini
AI
They can both be right — if they’re comparing different things.
Commonly the disagreement comes from different units or “serving” definitions:
- Marian could be talking about calories per 100 g (or per gram, per ounce, per 1 lb, etc.).
- Johan could be talking about a typical serving, piece, or the whole package.
Concrete numeric example
- Per 100 g: A = 330 kcal/100 g, B = 100 kcal/100 g → A is 330/100 = 3.3 times B (i.e. “slightly more than three times”).
- Per typical serving: if a serving of A is 30 g → 0.30 × 330 = 99 kcal; a serving of B is 150 g → 1.50 × 100 = 150 kcal → Johan: “B has more calories (per serving)” is true.
Other ways both could be justified
- Marian refers to energy density (kcal per gram); Johan refers to absolute calories in a common portion or package.
- Marian uses one preparation (dry weight), Johan uses the prepared food (with added oil, sauce, water) so calorie totals differ.
- They used different measurements (per piece vs per 100 g), or different items from a product line.
What to do to resolve it
- Ask: “Per what unit — per 100 g, per serving, per piece, or per package?” and compare the same unit. Inspect nutrition labels or weigh typical servings.
Summary: both claims can be true if they’re comparing different units (density vs typical portion). Clarify the unit and you’ll know which statement applies.
Commonly the disagreement comes from different units or “serving” definitions:
- Marian could be talking about calories per 100 g (or per gram, per ounce, per 1 lb, etc.).
- Johan could be talking about a typical serving, piece, or the whole package.
Concrete numeric example
- Per 100 g: A = 330 kcal/100 g, B = 100 kcal/100 g → A is 330/100 = 3.3 times B (i.e. “slightly more than three times”).
- Per typical serving: if a serving of A is 30 g → 0.30 × 330 = 99 kcal; a serving of B is 150 g → 1.50 × 100 = 150 kcal → Johan: “B has more calories (per serving)” is true.
Other ways both could be justified
- Marian refers to energy density (kcal per gram); Johan refers to absolute calories in a common portion or package.
- Marian uses one preparation (dry weight), Johan uses the prepared food (with added oil, sauce, water) so calorie totals differ.
- They used different measurements (per piece vs per 100 g), or different items from a product line.
What to do to resolve it
- Ask: “Per what unit — per 100 g, per serving, per piece, or per package?” and compare the same unit. Inspect nutrition labels or weigh typical servings.
Summary: both claims can be true if they’re comparing different units (density vs typical portion). Clarify the unit and you’ll know which statement applies.
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