The difference of two numbers is 4323.
If larger number is 4 times of the
smaller one, then what will be the larger

September 17, 2021

By Adeline

2 thoughts on “The difference of two numbers is 4323.<br />If larger number is 4 times of the<br />smaller one, then what will be the larger<br /”

1. Answer:

   [tex]let \: small \: number \: be \: x[/tex]

   [tex]larger \: number \: be \: 4x[/tex]

   [tex]4x – x = 4323[/tex]

   [tex]3x = 4323[/tex]

   [tex]x = \frac{4323}{3} [/tex]

   [tex]x = 1441[/tex]

   [tex]smaller \:number \: = 1441[/tex]

   Larger number =4*x

   = 4*1441

   = 5764

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2. Answer :-

   The larger number is (3) 5764

   Step by Step explanation :-

   Given,

   Let the larger number be x and the smaller number be y.

   Now,

   x – y = 4323 ——> 1.

   x = 4y ——> 2.

   Eq . 1

   x – y = 4324

   4y – y = 4323

   3y =4323

   y = 4323 / 3

   y = 1441

   Therefore from Eq. 2

   x = 4y

   x = 4 × 1441

   x = 5764

   Reply