Question

X+Y=76
X-Y=38
$x \div y= ?$
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Answer 1

Answer:

57 and 19 will be your answer hope it's help you ✌️✌️

Step-by-step explanation:

Let x be 57

and y be 19

so, 57+19= 76

and 57-19=38

and,

$57 \div 19$

=3

Answer 2

Answer:

Given,

X + Y = 76

Let it be equation (1)

X - Y = 38

Let it be equation (2)

To Find :-

$\sf\dfrac{X}{Y}$

Solution :-

As,

X + Y = 76. - (1)

X - Y = 38 - (2)

Adding equation 1 and 2 :-

X + Y + X - Y = 76 + 38

X + X = 114

2X = 114

X = $\sf\dfrac{114}{2}$

X = 57.

Substituting value of 'X' in equation to get value of 'Y' :-

X + Y = 76

57 + Y = 76

Y = 76 - 57

Y = 19

Now,

$\sf\dfrac{X}{Y}$

$\sf\dfrac{57}{19}$

= 3

$\sf\therefore$ $\sf\dfrac{X}{Y}$ = 3