Question

the difference between two numbers is 26 and one number id 3times of the other find the number​

Answer 1

Let two numbers be x & y

Let two numbers be x & yx−y=26 ____ (1)

Let two numbers be x & yx−y=26 ____ (1)x=3y ____ (2)

Let two numbers be x & yx−y=26 ____ (1)x=3y ____ (2)substituting (2) in (1) we get

Let two numbers be x & yx−y=26 ____ (1)x=3y ____ (2)substituting (2) in (1) we get3y−y−26

Let two numbers be x & yx−y=26 ____ (1)x=3y ____ (2)substituting (2) in (1) we get3y−y−262y=26

Let two numbers be x & yx−y=26 ____ (1)x=3y ____ (2)substituting (2) in (1) we get3y−y−262y=26y=13

Let two numbers be x & yx−y=26 ____ (1)x=3y ____ (2)substituting (2) in (1) we get3y−y−262y=26y=13x=3y from (2)

Let two numbers be x & yx−y=26 ____ (1)x=3y ____ (2)substituting (2) in (1) we get3y−y−262y=26y=13x=3y from (2)x=3×13

Let two numbers be x & yx−y=26 ____ (1)x=3y ____ (2)substituting (2) in (1) we get3y−y−262y=26y=13x=3y from (2)x=3×13x=39

Let two numbers be x & yx−y=26 ____ (1)x=3y ____ (2)substituting (2) in (1) we get3y−y−262y=26y=13x=3y from (2)x=3×13x=39we need to find sum of two numbers

Let two numbers be x & yx−y=26 ____ (1)x=3y ____ (2)substituting (2) in (1) we get3y−y−262y=26y=13x=3y from (2)x=3×13x=39we need to find sum of two numbersx+y=39+13

Let two numbers be x & yx−y=26 ____ (1)x=3y ____ (2)substituting (2) in (1) we get3y−y−262y=26y=13x=3y from (2)x=3×13x=39we need to find sum of two numbersx+y=39+13=52

Answer 2

Answer:

13 & 39

Step-by-step explanation:

Let two numbers be x & y

According to the question, x – y = 26 …(i)

and x = 3y or x – 3y = 0 …(ii)

Now, we can solve this by an elimination method On subtracting Eq. (ii) from (i) we get

x – 3y – x + y = 0 – 26

⇒ – 3y + y = – 26 ⇒

– 2y = – 26 ⇒

y = 13On putting y = 13 in Eq. (ii)

we get x – 3(13) = 0

⇒ x – 39 = 0 x = 39

Hence, the two numbers are 39 and 13