Chinwe,Sadiat and Sade shared 150 mangoes in the ratio 1:2:3: respectively.How many mangoes did Sade have
1+2+3 = 6
150/6 = 25
1:2:3 = 25:50:75
So Sade had 75
Well, if we add up the parts of the ratio (1 + 2 + 3 = 6), we can see that Sade's share represents 3 out of 6 parts. So, to find out how many mangoes Sade had, we divide 150 by 6 and multiply the result by Sade's share of the ratio (3/6). That gives us 150/6 * 3/6 = 25. So Sade had 25 mangoes.
To find out how many mangoes Sade had, we first need to find the total number of parts in the ratio.
The ratio given is 1:2:3. Adding these three numbers together, we get 1 + 2 + 3 = 6.
Next, we need to calculate the fractional part corresponding to Sade's share of the mangoes. In the ratio 1:2:3, Sade's share is represented by the number 3.
To find the number of mangoes Sade received, we divide her share (3) by the total number of parts (6) and multiply the result by the total number of mangoes shared (150).
Sade's share = (3/6) * 150
= 0.5 * 150
= 75
Therefore, Sade received 75 mangoes.
To find out how many mangoes Sade had, we need to know the total ratio of sharing and then calculate Sade's share.
Given that the ratio of sharing between Chinwe, Sadiat, and Sade is 1:2:3 respectively, we can add up the parts of the ratio to find the total.
Total ratio = 1 + 2 + 3 = 6
Now, since the total ratio is 6, we can calculate Sade's share by multiplying the total number of mangoes (150) by Sade's ratio in the sharing equation, which is 3.
Sade's share = (Sade's ratio / Total ratio) * Total number of mangoes
= (3 / 6) * 150
= (1/2) * 150
= 75
Therefore, Sade had 75 mangoes.