Answer:
Joy definitely does have enough soup for 22 people.
Step-by-step explanation:
Upper Bound: 285ml turn it to 0.285 L 10÷2=5
280ml
Lower Bound: 275ml turn it to 0.275 L
Upper Bound: 6.75 L 0.5÷2=0.25
6.5 Litters
Lower Bound:6.25 L
6.75÷0.275=24.54 or 25
6.25÷0.285=21.92 or 22
22≤x<25 Joy definitely does have enough soup for 22 people.
The measurement uncertainty in the question gives the range within
which the true value of the given measurement can be found.
Yes, Joy definitely has enough soup to serve 22 people.
Reasons:
Volume of the soup Joy makes = 6.5 L ± 0.5 L = 6,500 mL ± 500 mL
Volume of soup per serving = 280 mL ± 10 mL
Number of people that order the soup = 22 people
Required:
If soup made is enough for 22 people
Solution:
The uncertainty in measurement, u, is expressed as follows;
X ± u
X - u ≤ True value ≤ X + u
Therefore;
Total volume ordered, V₀ = 22 × (280 ± 10) mL = 5,940 mL ≤ V₀ ≤ 6380 mL
The volume of soup made range is given as follows;
(6,500 - 500) mL ≤ M₀ ≤ (6,500 + 500) mL
Which gives;
6,000 mL ≤ M₀ ≤ 7,000 mL
The minimum amount of soup required to serve 22 people = 5,940 mL
The minimum amount of soup Joy makes = 6,000 mL
Therefore, Joy definitely has enough soup to serve 22 people.
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https://brainly.com/question/13436423
