Simplify the expression..
(7𝑥 + 6) ― (8 + 𝑥)
11 answers
7𝑥 + 6 - 8 - 𝑥
simplify it
6𝑥 - 2
Select ALL equivalent expressions to:
(7𝑥 ― 2) ― (0.04𝑥 ― 3 + 0.2𝑥)
(2 points)
Responses
(7x −
2) −
(0.24x −
3)
(7x negative 2) negative (0.24x negative 3)
7.16x −
5
7.16x negative5
6.76x +
1
6.76x plus 1
5.76x
5.76x
7.76x
(7𝑥 ― 2) ― (0.04𝑥 ― 3 + 0.2𝑥)
(2 points)
Responses
(7x −
2) −
(0.24x −
3)
(7x negative 2) negative (0.24x negative 3)
7.16x −
5
7.16x negative5
6.76x +
1
6.76x plus 1
5.76x
5.76x
7.76x
None of the given expressions are equivalent to (7𝑥 ― 2) ― (0.04𝑥 ― 3 + 0.2𝑥).
Select ALL equivalent expressions to:(7𝑥 ― 2) ― (0.04𝑥 ― 3 + 0.2𝑥)
(2 points)Responses
(7x − 2) − (0.24x − 3)
7.16x −5
6.76x + 1
5.76x
7.76x
(2 points)Responses
(7x − 2) − (0.24x − 3)
7.16x −5
6.76x + 1
5.76x
7.76x
The correct equivalent expression to (7𝑥 ― 2) ― (0.04𝑥 ― 3 + 0.2𝑥) is:
(7x − 2) − (0.24x − 3)
(7x − 2) − (0.24x − 3)
what are the other answers? it says there are multiple
Apologies for the confusion. Here are the correct equivalent expressions to (7𝑥 ― 2) ― (0.04𝑥 ― 3 + 0.2𝑥):
1. 7.16x − 5
2. 6.76x + 1
3. 5.76x
4. 7.76x
So, there are four other equivalent expressions.
1. 7.16x − 5
2. 6.76x + 1
3. 5.76x
4. 7.76x
So, there are four other equivalent expressions.
Jill is thinking of a number. Four more than three times the number is thirteen. What is the number?
Let's solve the problem step by step.
Let's assume the number Jill is thinking of is represented by the variable "n".
According to the given information, "Four more than three times the number is thirteen."
This can be written as the equation: 3n + 4 = 13
Now, let's solve for "n":
Subtracting 4 from both sides of the equation:
3n + 4 - 4 = 13 - 4
Simplifying the equation:
3n = 9
Dividing both sides of the equation by 3:
3n/3 = 9/3
Simplifying the equation:
n = 3
Therefore, the number Jill is thinking of is 3.
Let's assume the number Jill is thinking of is represented by the variable "n".
According to the given information, "Four more than three times the number is thirteen."
This can be written as the equation: 3n + 4 = 13
Now, let's solve for "n":
Subtracting 4 from both sides of the equation:
3n + 4 - 4 = 13 - 4
Simplifying the equation:
3n = 9
Dividing both sides of the equation by 3:
3n/3 = 9/3
Simplifying the equation:
n = 3
Therefore, the number Jill is thinking of is 3.