Mahi and Shekhar work in a shop and Mahi’s salary is (5/6)th of the

1.	Mahi and Shekhar work in a shop and Mahi’s salary is (5/6)th of the salary of Shekhar. They spend Rs. 2000 each on shopping and after that, they save all the money. Find the salary of Mahi and Shekhar if the ratio of their savings is 4 : 5.1. Rs. 10,000 and Rs. 12,0002. Rs. 15,000 and Rs. 14,0003. Rs. 15,050 and Rs. 15,5004. Rs. 20,000 and Rs. 22,000
Answer» Correct Answer - Option 1 : Rs. 10,000 and Rs. 12,000 Given: Mahi’s salary = (5/6)^th of Shekhar’s salary Money spent by both = Rs. 2000 The Ratio of Mahi and Shekhar’s savings = 4 : 5. Calculations: Let Shekhar’s salary be x Mahi’s salary = 5x/6 According to the question, ⇒ (5x/6) – 2000 ∶ (x – 2000) = 4 ∶ 5 ⇒ 5 ((5x/6) – 2000)) = 4(x – 2000) ⇒ (25x/6) – 10000 = 4x – 8000 ⇒ (25x/6) – 4x = 10000 – 8000 ⇒ (x/6) = 2000 ⇒ x = Rs. 12000 Mahi’s salary = (5/6) × 12000 = 10000 ∴ Mahi’s salary is Rs. 10,000 and Shekhar’s salary is Rs. 12,000.

Mahi and Shekhar work in a shop and Mahi’s salary is (5/6)th of the salary of Shekhar. They spend Rs. 2000 each on shopping and after that, they save all the money. Find the salary of Mahi and Shekhar if the ratio of their savings is 4 : 5.1. Rs. 10,000 and Rs. 12,0002. Rs. 15,000 and Rs. 14,0003. Rs. 15,050 and Rs. 15,5004. Rs. 20,000 and Rs. 22,000

Answer» Correct Answer - Option 1 : Rs. 10,000 and Rs. 12,000

Given:

Mahi’s salary = (5/6)^th of Shekhar’s salary

Money spent by both = Rs. 2000

The Ratio of Mahi and Shekhar’s savings = 4 : 5.

Calculations:

Let Shekhar’s salary be x

Mahi’s salary = 5x/6

According to the question,

⇒ (5x/6) – 2000 ∶ (x – 2000) = 4 ∶ 5

⇒ 5 ((5x/6) – 2000)) = 4(x – 2000)

⇒ (25x/6) – 10000 = 4x – 8000

⇒ (25x/6) – 4x = 10000 – 8000

⇒ (x/6) = 2000

⇒ x = Rs. 12000

Mahi’s salary = (5/6) × 12000 = 10000

∴ Mahi’s salary is Rs. 10,000 and Shekhar’s salary is Rs. 12,000.