Answer: \(2 , -14\)
Step-by-step explanation:
We know that the constant terms are the specific terms in an algebraic expression that have only numbers or numerical value or without any variable.
For example : The constant term in \(4x^2 -5m+16\) is 16.
Let's take one more example , the constant term in \(3x-2y-4-7xy\) is -4.
Given expression is : \(8m-5n+2+m-14\)
Here, the terms are : \(8m,\ -5n,\ 2,\ m,\ -14\)
Terms having variable = \(8m,\ -5n,\ m\)
Terms without variable = \(2 , -14\)
⇒ Constant terms =\(2 , -14\)
Hence, the constant terms in the given expression = \(2 , -14\)
