Question

Two numbers are in the ratio of 7:11. If the difference between them is 324, then the greatest number is
Please ans fast

Answer 1

Answer:

case 1: let the numbers be 7x and 11x

11x-7x=324

3x=324

x=324/3

x=108

case 2: let the numbers be 11x and 7x

7x-11x=324

-3x=324

x=324/-3

x=-108

Answer 2

Question :

Two numbers are in the ratio of 7:11. If the difference between them is 324, then the greatest number is ?

Answer :

$\sf\pink{Given:}$

• Ratio of two numbers is 7 : 11 .

• Difference between them is 324 .

$\sf\pink{To\:find:}$

• Greatest number ?

Explanation :

• Let the numbers be 7x and 11x.

Equation Formed :

$\\ \longrightarrow\sf{ 11x - 7x = 324}$

$\\ \longrightarrow\sf{ 4x = 324}$

$\\ \longrightarrow\sf{ x = \dfrac{324}{4}}$

$\\ \longrightarrow\sf{ x = 81}$

• One number is 7x

$\\ \longrightarrow\sf{7\times 81}$

$\\ \longrightarrow\sf{567}$

Therefore one number is 567 .

• Other number is 11x

$\\ \longrightarrow\sf{11\times 81}$

$\\ \longrightarrow\sf{891}$

Therefore the other number is 891

• 891 > 567

• 891 is greater than 567

Therefore the greater number is 891 .

hope it helps you