A 12oz can of soda contains 40 grams of sugar. How many grams of sugar does a 70 oz bottle contain?
40/12 = x/70
Solve for x.
To find out how many grams of sugar a 70 oz bottle of soda contains, we can use proportion to determine the answer.
Proportion is a mathematical concept that allows us to compare two ratios. In this case, we can compare the ounces of a 12 oz can and a 70 oz bottle, with their respective amounts of sugar.
The proportion would be:
12 oz can of soda = 40 grams of sugar
70 oz bottle of soda = x grams of sugar (we are trying to find the value of x)
To solve this proportion, we can set up a cross-multiplication equation:
12/40 = 70/x
Cross-multiplying gives us:
12x = 40 * 70
Now, we can solve for x by dividing both sides of the equation by 12:
x = (40 * 70) / 12
Evaluating the expression on the right side gives us the answer:
x = 233.33 grams of sugar
Therefore, a 70 oz bottle of soda contains approximately 233.33 grams of sugar.