The expressions equivalent to 4(x + 3) - 10 + 6x are:
- 10x + 2
- 4x + 3 - 10 + 6x
- 4x + 12 - 10 + 6x
Which expressions are equivalent to the expression below:
4(x + 3) - 10 + 6x
(1 point)
• 10x + 2
0-2x-7
• 2(5x + 1)
• 2(8x + 1)
0 4x + 3-10 + 6x
• 4x + 12 - 10 + 6x
9 answers
A furniture store sells kits that customers use to build cabinets.
Each kit contains 18 screws and a set number of boards. Jarred buys 6 of these kits and has a total of 192 screws and boards.
He writes the equation shown to represent the situation.
6(x + 18) = 192
What does the varaible X represent in Jarred's equation?
(1 point)
• The number of screws in 1 kit
• The number of screws in 6 kits
• The number of boards in 1 kit
• The number of boards in all 6 kits
Each kit contains 18 screws and a set number of boards. Jarred buys 6 of these kits and has a total of 192 screws and boards.
He writes the equation shown to represent the situation.
6(x + 18) = 192
What does the varaible X represent in Jarred's equation?
(1 point)
• The number of screws in 1 kit
• The number of screws in 6 kits
• The number of boards in 1 kit
• The number of boards in all 6 kits
In Jarred's equation 6(x + 18) = 192, the variable x represents:
- The number of boards in 1 kit.
- The number of boards in 1 kit.
A furniture store sells kits that customers use to build cabinets.
Each kit contains 18 screws and a set number of boards. Jarred buys 6 of these kits and has a total of 192 screws and boards.
He writes the equation shown to represent the situation.
6(x + 18) = 192
What is the value of X in Jarred's equation?
(1 point)
O 11.
• 14
• 29
• 35
Each kit contains 18 screws and a set number of boards. Jarred buys 6 of these kits and has a total of 192 screws and boards.
He writes the equation shown to represent the situation.
6(x + 18) = 192
What is the value of X in Jarred's equation?
(1 point)
O 11.
• 14
• 29
• 35
To find the value of X in Jarred's equation 6(x + 18) = 192, we first need to simplify the equation and solve for X:
6(x + 18) = 192
Distribute the 6 on the left side:
6x + 108 = 192
Subtract 108 from both sides:
6x = 84
Divide both sides by 6:
x = 14
Therefore, the value of X in Jarred's equation is 14.
6(x + 18) = 192
Distribute the 6 on the left side:
6x + 108 = 192
Subtract 108 from both sides:
6x = 84
Divide both sides by 6:
x = 14
Therefore, the value of X in Jarred's equation is 14.
The sum of a number N and 8 is multiplied by -4 and the result is -12.
What is the number N?
(1 point)
ON =-5
O N=1
• N=5
O N=11
What is the number N?
(1 point)
ON =-5
O N=1
• N=5
O N=11
Let's set up the equation for the given situation:
(-4)(N + 8) = -12
Now, solve for N:
-4N - 32 = -12
-4N = 20
N = -5
Therefore, the number N is -5.
(-4)(N + 8) = -12
Now, solve for N:
-4N - 32 = -12
-4N = 20
N = -5
Therefore, the number N is -5.
Choose the expressions that are equivalent to the expression given: (more than one)
-3(2x + 8)
(1 point)
0-6-24
0 -6x-24
• -2x-24
• -3(2x) + (-2)(12)
0 6(-x- 4)
• 2x
-3(2x + 8)
(1 point)
0-6-24
0 -6x-24
• -2x-24
• -3(2x) + (-2)(12)
0 6(-x- 4)
• 2x
The expressions that are equivalent to -3(2x + 8) are:
-6x - 24
-2x - 24
-3(2x) + (-2)(12)
-6x - 24
-2x - 24
-3(2x) + (-2)(12)