Math, asked by kesarnitu6, 7 months ago

distribute rupees1500 among A,B and c in the ratio 2:3:5

Answers

Answered by IIIMobslayerIII

$\huge\pink{ \mid{ \underbrace{ \overline{ \tt A=Rs. 300 }} \mid}}$

$\huge\red{ \mid{ \underbrace{ \overline{ \tt B=Rs. 450 }} \mid}}$

$\huge\blue{ \mid{ \underbrace{ \overline{ \tt C=Rs. 750 }} \mid}}$

Step-by-step explanation:

$<body bgcolor = blue>\huge{\underbrace{\red{\mathscr{Let ~ the ~ common ~ ratio ~ between ~ them ~ be ~ x}}}}$

$<body bgcolor = blue>\huge{\underbrace{\red{\mathscr{A=2x, ~ B=3x ~ and ~ C=5x}}}}$

$<body bgcolor = blue>\huge{\underbrace{\red{\mathfrak{=>2x+3x+5x=1500}}}}$

$<body bgcolor = blue>\huge{\underbrace{\red{\mathfrak{=>10x=1500}}}}$

$<body bgcolor = blue>\huge{\underbrace{\red{\mathfrak{x=150}}}}$

$<body bgcolor = blue>\huge{\underbrace{\red{\mathscr{A=2×150, ~ B=3×150 ~ and ~ C=5×150}}}}$

Answered by Shahruchi

Answer:

Ratio is 2:3:5

Sum of the digits is=2+3+5=10

A's share=(1500/10×2)=Rs.300

B's share=(1500/10×3)=Rs.450

C's share=(1500/10×5)=Rs.750

Step-by-step explanation:

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