Question

1054 is divided into three parts such that 2 time the first part 3 times the second part and 5 times the third part are equal find each numbers the first part

Answer 1

Step-by-step explanation:

Given  

1054 is divided into three parts such that 2 time the first part 3 times the second part and 5 times the third part are equal find each numbers  

• Given x + y + z = 1054
• So 2x = 3y = 5z
• Now 2x = 3y
• So y = 2x / 3
• Also 2x = 5z
• So z = 2x / 5
• Now substituting y and z we get
• So x + y + z = 1054
• So x + 2x/3 + 2x/5 = 1054
• 15x + 10x + 6x / 15 = 1054
• 31x = 1054 x 15
• Therefore x = 510
• Also y = 2(510) / 3
•           = 340
• Also z = 2(510) / 5
•           = 204

Therefore x = 510, y = 340 and z = 204.

Reference link will be

https://brainly.in/question/2364252