Answer :
The weight of 14 oz cans is obtained as 25.66 lb.
Define the term proportion?
- In mathematics, proportionality denotes a linear relationship between two quantities or variables.
- When determining if two ratios and fractions are equivalent, the proportion equation is utilized.
- By dividing the supplied values, we may determine the missing value.
- One way to express the percentage formula is as a: Whereas a and d are the extremes terms while b and c are indeed the mean terms, b::c: d = a/b = c/d.
For the stated question;
12 oz of cans ----> weighs 22 lb.
Let the weight of 14 oz cans be 'x'.
Then,
14/x = 12/22
x = (14 x 22)/12
x = 25.66 lb
Thus, the weight of 14 oz cans is obtained as 25.66 lb.
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Final answer:
To find out how many 14-ounce cans are in a case weighing 22 pounds and 12 ounces, first convert the case's weight to ounces (364 ounces) and then divide by the weight of one can, resulting in 26 cans.
Explanation:
To determine how many 14-ounce cans are in a case that weighs 22 pounds and 12 ounces, the weight of the case in ounces needs to be calculated first, then that total can be divided by the weight of a single can.
First, convert the pounds to ounces. Since there are 16 ounces in a pound, you multiply the number of pounds by 16 and add the extra ounces:
22 lb × 16 oz/lb = 352 oz
Adding the 12 ounces gives us a total case weight:
352 oz + 12 oz = 364 oz
Now, divide the total case weight by the weight of a single can:
364 oz ÷ 14 oz/can = 26 cans
Therefore, there are 26 cans in the case.
