Answer :
Final answer:
By using the given ratio of 2:3 and dividing the total number of sweets by the sum of the ratio units (5), we find that 1 ratio unit is equal to 6 sweets. Therefore, Ed has 12 red sweets.
Explanation:
Ed has 30 sweets, and the ratio of red sweets to yellow sweets is given as 2:3. To find out how many red sweets Ed has, we must first understand that the ratio 2:3 means for every 2 red sweets, there are 3 yellow sweets.
Now, let's find out how many units of the ratio there are in total. Since the ratio is 2 (for red) to 3 (for yellow), this adds up to 2 + 3 = 5 units in the ratio. The total number of sweets is 30, so we will divide this number by the 5 units of the ratio to find out the size of one unit.
30 sweets ÷ 5 units = 6 sweets per unit. Now, since the ratio for red sweets is 2 units, we calculate the number of red sweets as follows:
2 units × 6 sweets/unit = 12 red sweets.
Therefore, Ed has 12 red sweets.
Answer:
12
Step-by-step explanation:
total= 30
now,
let redsweets be 2x n yellow sweets be 3x
2x+3x=30
5x=30
x=6
now ,
red sweets= 2x=2×6=12 sweets.
