being healthy eaters, partridges know that pears contain 30% more potassium than apples. If an apple offers 160 mg. of potassium, and Pete eats 6 pears, how many milligrams of potassium will he consume?
1.3 * 6 * 160
1. Determine the amount of potassium in an apple: 160 mg.
2. Calculate the potassium content in pears compared to apples: 160 mg x 30% = 0.3 x 160 mg = 48 mg.
3. Calculate the total potassium intake from eating 6 pears: 48 mg x 6 pears = 288 mg.
Therefore, Pete will consume 288 mg of potassium by eating 6 pears.
To calculate the number of milligrams of potassium Pete will consume by eating 6 pears, we need to determine the amount of potassium in one pear first and then multiply it by the number of pears.
Given that pears contain 30% more potassium than apples, we can calculate the amount of potassium in one pear by adding 30% of the potassium content in an apple to the potassium content of the apple.
Step 1: Calculate the amount of potassium in one pear:
Potassium content in one apple = 160 mg.
Increase in potassium content for pears = 30% of 160 mg. = (30/100) * 160 = 48 mg.
Potassium content in one pear = Potassium content in one apple + Increase in potassium content = 160 mg + 48 mg = 208 mg.
Step 2: Multiply the potassium content in one pear by the number of pears Pete eats:
Potassium content in 6 pears = Potassium content in one pear * Number of pears = 208 mg * 6 = 1248 mg.
Therefore, Pete will consume 1248 milligrams of potassium by eating 6 pears.