Question

The difference between two numbers is 26 and one number is three times the other. Find them.​

Answer 1

$\bullet \:\sf \blue{Let:- }$

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Let two numbers be x and y

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$\bullet \: \sf \blue{Solution:- }$

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One number is three times the other means x = 3y -------- eq (1)

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The difference between two numbers is 26 means x - y = 26 -------- eq (2)

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Substitute the value of x in eq(2)

$\small \sf \blue{x - y = 26}$

$\small \sf \blue{3y - y = 26}$

$\small \sf \blue{2y = 26}$

$\small \sf \blue{y = \frac{26}{2} }$

$\small \sf \blue{y = \cancel\frac{26}{2} }$

$\boxed{ \bullet \: \small \sf \blue{y = 13 }}$

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Substitute the value of y in eq (1)

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$\small \sf \blue{x = 3y}$

$\small \sf \blue{x = 3 \times 13}$

$\boxed{ \bullet \: \small \sf \blue{x = 39}}$

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Two numbers are 13 and 39

Answer 2

જો બકા મને નઇ આવડતું એટલે સોરી હો યાર