Question

The sum of the digits in a two digit number is 6.if 36 is suntracted from the number, the result is the number with the digits reversed. Evaluate number

Answer 1

Answer:

The answer to the question is 51.

Step-by-step explanation:

We can solve this question by various methods such as x and y method, option elimination method and trial and error method. Lets solve this question by trial and error method.

According to the question, The sum of the digits in a two digit number is 6. The numbers can be  (1,5) (2,4) (3,3). We can get 6 only by adding these digits. Lets take 1 and 5.

If we subtract 36 from the number, the result is the number with digits reversed. Apply trial and error method.

The assumed number is 15 0r 51.

Subtract 36 from 51

=  51 - 36 = 15, we can see the resultant 15 is reversd of 51. we can check it by taking other digits.

The number is 51.

To know more about trail and error method click the link below.

https://brainly.in/question/3106422

https://brainly.in/question/49482128

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Answer 2

The number is 51.

GIVEN: Sum of two-digit number = 6.  

TO FIND: the number

SOLUTION:

• There are several ways we can answer this question, including the x and y approach, choice elimination method, and trial-and-error method. Let's use the process of trial and error to resolve this issue.

• The answer to the question is 6, which is the sum of a two-digit number's digits. The figures might be (1,5) or (2,4). (3,3). Only by adding these digits can we get to 6. Take 1 and 5 first.

• The number's digits are inverted if we take 36 out of the equation. Use the trial-and-error approach.

• The presumptive value is 15 or 51.

• Take 36 away from 51.

• = 51 - 36 = 15, and we can see that 15 is the opposite of 51 from the outcome. We can verify it by using additional digits.

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51 is the number.