Question

each side
17. Divide 3,010 among Kiran, Gunjan and Manisha in such a way that Kiran gets double of what
Gunjan gets and Gunjan gets double of what Manisha gets. How much money does each one get?
​

Answer 1

ANSWER

Let the amount of money C gets be Rs. x

∴ Amount of money B gets =Rs. 2x

Amount of money A gets =Rs.4x

According to question,

4x+2x+x=3010

⇒7x=3010⇒x=

7

3010

=430

∴ Amount of money A gets =Rs.(4×430)

=Rs.1720

Amount of money B gets =Rs.(2×430)

=Rs.860

And amount of money C get =Rs.430.

Answer 2

Answer:

Manisha =430

Gunnjan =860

Kiran= 1720

Step-by-step explanation:

Let Manisha gets=x

then, according to the question Gunjan gets=2x

In the same way , Kiran gets 2× (2x)=4x

As total is 3010

x+2x+4x=3010

7x=3010

x=3010÷7=430

so, Manisha gets=430

Gunjan gets = 2× 430= 860

Kiran gets= 2×860=1720

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