Chinwe sai dat and sade share 150 mangos in the ratio 1:2:3 respectively how many mangoes did sade have

To find out how many mangoes Sade had, we need to determine the share of mangos allocated to Sade in the given ratio.

Let's denote the share of mangos allocated to Chinwe, Dat, and Sade as C, D, and S, respectively.

The given ratio is 1:2:3, which means that the share of mangos allocated to Sade is 3 parts out of a total of 1+2+3=6 parts.

To find the share of mangos allocated to Sade, we calculate:
S = (3/6) * 150

Simplifying this expression, we get:
S = (1/2) * 150
S = 75

Therefore, Sade has 75 mangoes.

If 500 mangoes were shared among taiwo kehinde and gambo in the ratio of 3:3:4 respectively what is gambo share

To find Gambo's share of the mangoes, we need to determine the proportion or fraction of the total mangoes allocated to Gambo in the given ratio.

Let's denote the shares of mangoes allocated to Taiwo, Kehinde, and Gambo as T, K, and G, respectively.

The given ratio is 3:3:4, which means that the share of mangoes allocated to Gambo is 4 parts out of a total of 3+3+4=10 parts.

To find Gambo's share of the mangoes, we calculate:
G = (4/10) * 500

Simplifying this expression, we get:
G = (2/5) * 500
G = 200

Therefore, Gambo's share of the mangoes is 200.

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A boy is 3 times as old as a girl if their total age is 48 years how old is the girl

Let's denote the age of the girl as G and the age of the boy as B.

According to the given information, the boy is 3 times as old as the girl, so we can write it as:
B = 3G

The total age of the boy and the girl is 48 years, so we can write it as:
B + G = 48

Substituting the value of B from the first equation into the second equation:
3G + G = 48
4G = 48
G = 48/4
G = 12

Therefore, the girl is 12 years old.

Two number are in the ratio of 7:9 the larger number is 54 find the smaller number

If the larger number is 54 and the ratio of the two numbers is 7:9, we can set up the following proportion:

7/9 = x/54

To solve for x, we cross multiply:

9x = 7 * 54
9x = 378
x = 378 / 9
x = 42

Therefore, the smaller number is 42.

To find out how many mangoes Sade had, we need to determine their share based on the given ratio.

In the ratio 1:2:3, the total number of parts is 1 + 2 + 3 = 6.

Next, we divide the total number of mangoes (150) by the total number of parts (6) to find the value of one part.

150 mangoes ÷ 6 parts = 25 mangoes per part.

Since Sade's share is in a ratio of 3 parts, we multiply the value of one part by 3 to calculate Sade's share.

25 mangoes per part × 3 parts = 75 mangoes.

Therefore, Sade had 75 mangoes.