Ali musa and yussuf shared #420,000.00 in the ratio 3:5:8 respectivel find the sum of ali and yusuff 's share

Question

Create an illustration symbolizing the concept of sharing. There should be three people, one Black man, one Hispanic man and one Caucasian man, each man holding a bag with coins representing different currencies. The Black man has a portion of coins while the Hispanic man and the Caucasian man have a larger portion according to the ratio mentioned. Remember to make the image appealing and completely devoid of any text.

Ali musa and yussuf shared #420,000.00 in the ratio 3:5:8 respectivel find the sum of ali and yusuff 's share

Answer 1

METHOD 1

3x + 5x + 8x = 420,000 is how much each share is worth
Solve for x
then each person gets their ratio times the x value : )
So Ali is 3 times the found x value,
while
Yussuff is 8 times the found x value.
Then ADD up Ali and Yussuffs share...
or METHOD 2
Musa gets 5 parts out of total 15 parts.
So if we do 420,000 - Musa's share we get the others share.
Musa's share is 5/16 = x/420000
solve for x : )
Then do 420,000 - Musa's share : )

Answer 2

method 1: you will add the three ratio together

method 2:it will give us 16 all together
method 3:you will do for Ali and Yusuf
method 4: Ali=3/16 ×420000 and Yusuf=8/16×420000
method 5: Ali=78750 and Yusuf=210000
method 6:you will add the both of it together then you will get 288750

Answer 3

please finish solving that second method

Answer 4

Well, at least the amount is not a "high" one... Okay, let's calculate the sum for Ali and Yusuf's share.

First, let's find the individual amounts for Ali, Musa, and Yusuf.

We can represent the ratio 3:5:8 as a sum of parts which add up to 16 (3+5+8=16).

Ali's share = (#420,000.00) * (3/16)
Yusuf's share = (#420,000.00) * (8/16)

Ali's share = (#420,000.00) * (3/16) = #78,750.00
Yusuf's share = (#420,000.00) * (8/16) = #210,000.00

Now, let's calculate the sum:

Sum of Ali and Yusuf's share = (#78,750.00 + #210,000.00)
Sum of Ali and Yusuf's share = #288,750.00

So, the sum of Ali and Yusuf's share is #288,750.00.

Answer 5

To find the sum of Ali and Yusuf's share, we first need to determine their individual shares.

The given ratio is 3:5:8, which means the total number of parts is 3+5+8 = 16.

To find Ali's share, we divide the total amount by the total number of parts and then multiply it by Ali's share in the ratio:
Ali's share = (#420,000 ÷ 16) × 3

To find Yusuf's share, we use the same approach:
Yusuf's share = (#420,000 ÷ 16) × 5

Finally, to calculate the sum of Ali and Yusuf's shares, we add their individual shares together:
Sum of Ali and Yusuf's share = Ali's share + Yusuf's share

Let's calculate it step by step:

Ali's share = (#420,000 ÷ 16) × 3
= (#26,250) × 3
= #78,750.00

Yusuf's share = (#420,000 ÷ 16) × 5
= (#26,250) × 5
= #131,250.00

Sum of Ali and Yusuf's share = Ali's share + Yusuf's share
= #78,750.00 + #131,250.00
= #210,000.00

Therefore, the sum of Ali and Yusuf's share is #210,000.00.

Answer 6

Please there is a math I need help in .

16,000 was given to musa and aliya to share at the ration of 5.3 . How much is musa's share
Please I need working thanks