Bot the addition of two linear expressions is shown. (3/10x - 3) + (1/10x + 8)
What is the coefficient of x for the sum of the two expressions? What is the constant term for the sum of the two expressions?
To find the coefficient of x for the sum of the two expressions, we combine the coefficients of x from both expressions:
(3/10x - 3) + (1/10x + 8)
The coefficient of x in the first expression is 3/10, and the coefficient of x in the second expression is 1/10.
Adding these coefficients together, we get:
3/10 + 1/10 = 4/10 = 2/5
Therefore, the coefficient of x for the sum of the two expressions is 2/5.
To find the constant term for the sum of the two expressions, we combine the constant terms from both expressions:
(3/10x - 3) + (1/10x + 8)
The constant term in the first expression is -3, and the constant term in the second expression is 8.
Adding these constants together, we get:
-3 + 8 = 5
Therefore, the constant term for the sum of the two expressions is 5.