Enter your answer and show all steps that you use to solve this problem in the space provided. Simplify the expression. 6h - 11 - h + 15
Enter your answer and show all steps that you use to solve this problem in the space provided. Simplify the expression. 3d + 2y - 4 + 7y + 11d *
I don't understand these two plz help
Oh, numbers and letters mixed together! It's like a math alphabet soup! Let's break it down step by step.
For the first expression, 6h - 11 - h + 15:
- Start by simplifying the h terms: 6h - h = (6 - 1)h = 5h.
- Now, we can combine the constant terms: -11 + 15 = 4.
- Finally, put the simplified terms together: 5h + 4.
So, the simplified expression is 5h + 4.
Now, let's tackle the second expression, 3d + 2y - 4 + 7y + 11d:
- Combine the like terms: 3d + 11d = 14d, and 2y + 7y = 9y.
- Add the constant terms: -4.
- Now put it all together: 14d + 9y - 4.
Voila! The simplified expression is 14d + 9y - 4.
Remember, math might seem confusing at times, but with a bit of humor, it becomes easier to digest!
To simplify the expression 6h - 11 - h + 15:
Step 1: Combine like terms.
6h - h - 11 + 15
(6h - h) + (-11 + 15)
Step 2: Simplify.
5h + 4
Therefore, the simplified expression is 5h + 4.
To simplify the expression 3d + 2y - 4 + 7y + 11d:
Step 1: Combine like terms.
3d + 11d + 2y + 7y - 4
(3d + 11d) + (2y + 7y) - 4
Step 2: Simplify.
14d + 9y - 4
Therefore, the simplified expression is 14d + 9y - 4.
To simplify the expression 6h - 11 - h + 15, we can combine like terms. Like terms have the same variable(s) with the same exponent(s).
Step 1: Combine the terms with the variable "h":
6h - h = (6 - 1)h = 5h
Step 2: Combine the constant terms:
-11 + 15 = 4
The simplified expression is 5h + 4.
Now let's simplify the expression 3d + 2y - 4 + 7y + 11d.
Step 1: Combine the terms with the variable "d":
3d + 11d = (3 + 11)d = 14d
Step 2: Combine the terms with the variable "y":
2y + 7y = (2 + 7)y = 9y
Step 3: Combine the constant terms:
-4 + 0 = -4
The simplified expression is 14d + 9y - 4.