Question

two numbers in ratio 5:6.When 2 is added to first and 3 is added to second, they are in the ratio 4:5. find the numbers.

Answer 1

Answer:

Hope it helps. :-)

Step-by-step explanation:

the value of X will be 2 .........

Given the solution above ....... check it out

Answer 2

Given :-

★ Two numbers with ratio 5:6.

★ When 2 is added to first and 3 is added to second the ratio becomes 4:5.

To find:- The two numbers.

Solⁿ:-

Let us assume the first number as 5x and the second number as 6x.

A/q,

When we add 2 to first and 3 to secure the ratio turns out to be 4:5.

$\frac{5x \: + \: 2}{6x \: + \: 3} = \frac{4}{5}$

$\leadsto \: 5(5x \: + \: 2) = \: 4(6x \: + 3)$

$\leadsto \: 25x \: + 10 = 24x \: + 12$

$\leadsto \: 25x \: - 24x \: = 12 \: - 10$

$\color{brown}{\sf}[x \: = 2]$

Therefore,

♦ First number = 5x (assumed above)

→ 5 × 2 = 10

♦ Second number = 6x

→6 × 2 = 12