the total salary of Gaurav and azam in company is Rs 47520. if the sal

1.	the total salary of Gaurav and azam in company is Rs 47520. if the salary of Gaurav increased by 23% and azam 30%. then their total salary would increase to Rs. 59928. find the difference between their salary?
Answer» ANSWER:- Difference b/w their salary = Rs.5,280 $\rule{200}{1}$ Explanation:- Given:- • Total salary of GAURAV & Azam is Rs.47520 • If salary of Gaurav increased by 23% and of Azam increased by 30% ,total salary = Rs.59928 To find:- • Difference between their salary = ? Solution:- Let the salary of Gaurav be Rs.M & salary of Azam be Rs.N CASE 1:- ⇒ M + N = 47520 ⇒ M = 47520 - N _____(Eq.1) Case 2:- ⇒(M + 23% of M) + (N + 30% of N) =59928 ⇒ (M + 23M/100) + (N + 30N/100) = 59928 ⇒ (123M)/100 + (130N)/100 = 59928 ⇒ (123M + 130N)/100 = 59928 ⇒ 123M + 130N = 5992800 ⇒ 123(47520 - N) + 130N = 5992800 [∵ From (Eq.1) : M = 47520 - N ] ⇒ 5844960 - 123N + 130N = 5992800 ⇒ 7N = 5992800 - 5844960 ⇒ 7N = 147840 ⇒ N = 147840/7 ⇒ N = 21,120 So, salary of Azam = Rs.21,120 . PUT this value in (Eq.1) ⇒ M = 47520 - 21120 ⇒ M = 26,400 So, salary of Gaurav = Rs.26,400 . ★ Difference b/w their salary:- ⇒ Difference = 26,400 - 21,120 ⇒ Difference = Rs.5,280 Therefore, $\therefore\underline{\textsf{Difference b/w their salary = {\textbf{Rs.5,280 }}}}$

the total salary of Gaurav and azam in company is Rs 47520. if the salary of Gaurav increased by 23% and azam 30%. then their total salary would increase to Rs. 59928. find the difference between their salary?

Answer»

ANSWER:-

Difference b/w their salary = Rs.5,280

$\rule{200}{1}$

Explanation:-

Given:-

• Total salary of GAURAV & Azam is Rs.47520

• If salary of Gaurav increased by 23% and of Azam increased by 30% ,total salary = Rs.59928

To find:-

• Difference between their salary = ?

Solution:-

Let the salary of Gaurav be Rs.M & salary of Azam be Rs.N

CASE 1:-

⇒ M + N = 47520

⇒ M = 47520 - N _____(Eq.1)

Case 2:-

⇒(M + 23% of M) + (N + 30% of N) =59928

⇒ (M + 23M/100) + (N + 30N/100) = 59928

⇒ (123M)/100 + (130N)/100 = 59928

⇒ (123M + 130N)/100 = 59928

⇒ 123M + 130N = 5992800

⇒ 123(47520 - N) + 130N = 5992800

[∵ From (Eq.1) : M = 47520 - N ]

⇒ 5844960 - 123N + 130N = 5992800

⇒ 7N = 5992800 - 5844960

⇒ 7N = 147840

⇒ N = 147840/7

⇒ N = 21,120

So, salary of Azam = Rs.21,120 .

PUT this value in (Eq.1)

⇒ M = 47520 - 21120

⇒ M = 26,400

So, salary of Gaurav = Rs.26,400 .

★ Difference b/w their salary:-

⇒ Difference = 26,400 - 21,120

⇒ Difference = Rs.5,280

Therefore,

$\therefore\underline{\textsf{Difference b/w their salary = {\textbf{Rs.5,280 }}}}$