Rs. 3650 is divided among 4 engineers, 3 MBAs and 5 CAs such that 3 CAs get as much as 2 MBAs and 3 engineers as much as 2 CAs. Find the share of an MBA
Answers
Solution :-
Let each engineer gets Rs. E and each MBA's gets Rs. M and each CA's gets Rs. C .
So,
→ 4E + 3M + 5C = 3650 ------ Eqn.(1)
and,
→ 3C = 2M
→ M/C = 3/2
→ M : C = 3 : 2 -------- Eqn.(2)
also,
→ 3E = 2C
→ C/E = 3/2
→ C : E = 3 : 2 --------- Eqn.(3)
from Eqn.(2) and Eqn.(3) we get,
→ M : C : E = 9 : 6 : 4
let M as 9x , C as 6x and E as 4x .
putting these values in Eqn.(1) now,
→ 4 * 4x + 3 * 9x + 5 * 6x = 3650
→ 16x + 27x + 30x = 3650
→ 73x = 3650
→ x = 50
therefore,
→ Share of an MBA = 9x = 9 * 50 = Rs. 450 (Ans.)
Learn more :-
116 को चार भागों मे इस प्रकार विभक्त किया गया है कि प्रथम भाग में 5जोड़ने पर दूसरे भाग में से 4घटाने पर, तृतीय भाग को 3स...
https://brainly.in/question/34720119
530 रुपये को A,B,C में इस प्रकार बाटा गया है कि A को B से 70 रुपये अधिक तथा B को C से 80 रुपये अधिक मिले है तो इन तीनो क...
https://brainly.in/question/18960977