Question
Download Solution PDF5,800 रुपये हे तीन भागांमध्ये अशा प्रकारे विभागले आहे की पहिल्या भागाचा अर्धा भाग, दुसर्या भागाचा एक पंचमांश भाग आणि तिसऱ्या भागाचा तीन-अष्टमांश भाग समान आहे. तर तिसऱ्या भागाचे मूल्य किती आहे?
Answer (Detailed Solution Below)
Detailed Solution
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पहिला भाग "a", दुसरा भाग "b" आणि तिसरा भाग "c" असू द्या.
प्रश्नानुसार-
⇒ \(1\over2\) × a = \(1\over5\) × b = \(3\over8\) × c
समजा \(1\over2\) × a = \(1\over5\) × b = \(3\over8\) × c = k
⇒ a = 2k
⇒ b = 5k
⇒ c = \(8\over3\)k
⇒ 2k + 5k + \(8\over3\)k = 5800 रुपये
⇒ 29k = 5800 रुपये × 3
⇒ k = 600 रुपये
"c" च्या समीकरणात k चे मूल्य बदलणे-
⇒ \(3\over8\) × c = 600 रुपये
⇒ c = 1600 रुपये
∴ तिसऱ्या भागाचे मूल्य 1600 रुपये आहे.
Last updated on Jun 30, 2025
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