Question

Divide $700 into three parts such that the first part is 2/3 of the second and the ratio between the second and third is 4 : 5.

Answer 1

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Answer 2

Answer:

The first part will be $\ 160$ , second part is $\ 240$ and the third part is $\ 300$ .

Step-by-step explanation:

Given :

The total given part is $\ 700$. The first part is $\frac{2}{3}$ of the second part and $4:5$ is the ratio of second and third part .

To Solve :

The quotient of one quantity divided by the other is how two quantities are typically related, and this is how the ratio is stated.

Consider the second part is $4x$ and third part is $5x$ .

The first part will be $4x \times \frac{2}{3} =\frac{8x}{3}$ .

Now the ratio of first , second and third part is

$\frac{8x}{3}:4x:5x\\=\frac{8}{3}:4:5\\ \\=8:12:15$

First part is $\frac{8}{35} \times 700= \ 160$

Second part is $\frac{12}{35} \times 700=\ 240$

Thirst part is $\frac{15}{35} \times 700=\ 300$

After dividing $\ 700$ the first part will be $\ 160$ , second part is $\ 240$ and the third part is $\ 300$ .

To know more about "quotient"

https://brainly.in/question/23551049

To know more about "ratio"

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