Question

10. Divide 7 2060 between three people X, Y and Z such that gets three-tilths of what yord
ratio of the share of Y to Z is 6 11. step by step solution​

Answer 1

Step-by-step explanation:

Given x = 3y/5

Y:Z = 6:11

So let Y get 6a

and z = 11a

So x share = 3/5 × 6a

= 18a/5

And y share = 6a

z share = 11a

Now total sum is 2060

That means

\begin{gathered} \frac{18a}{5} + 11a + 6a = 2060 \\ = > \frac{18a + 55a + 30a}{5} = 2060 \\ = > \frac{103a}{5} = 2060 \\ a = 2060 \times \frac{5}{103} \\ a = 20 \times 5 \\ a = 100\end{gathered}

5

18a

+11a+6a=2060

=>

5

18a+55a+30a

=2060

=>

5

103a

=2060

a=2060×

103

5

a=20×5

a=100

Now we have a = 100

So 6a = 6 × 100 = ₹600

11a = 11 × 100 = ₹1100

Now X share = 3/5 of Y

= 3/5 × 600

= ₹360

So X share = ₹360

Y share = ₹600

Z share = ₹1100

Hope it helps dear friend ☺️✌️✌️

Answer 2

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ratio of y and z is 6:11

so y and z are 6p and 11p

respectively

x =3/5 × 6p=18/5 p

so

x+y+z=2060

18/5p+ 6p+ 11p =₹2060

18/5p+17 p= 2060

103/5 p= 2060

p= 2060 × 5/103

p= 20 × 5

p=100₹

y = 6p

=600

z= 11p

=1100

x= 18/5p

= 360₹

so x=360₹

y=600₹

z=1100₹

[/tex]

$\mathfrak \pink{hope \: its \: help \: you}$