Half of the sum of 32 and twice a number 'x' expressed as '2ans' would be calculated by adding 32 and 2x and then dividing by 2, resulting in the expression 16 + x.
The question asks to find half of the sum of 32 and an unspecified number (mentioned as '2ans'). Assuming '2ans' means twice the number 'ans', which can be represented as 2x, where 'x' is the particular value of 'ans'. First, calculate the sum of 32 and 2x, and then divide that sum by two to find half of it.
The steps to solve this are:
Calculate the sum: 32 + 2x.
To find half of the sum, divide by 2: (32 + 2x) / 2.
Simplify the expression: 16 + x.
Therefore, half of the sum of 32 and twice a number 'x' (2x) is 16 + x.