Which ordered pair represents the x-intercept for the linear equation, 3y+4×=8?
1 answer:
Answer: Third Choice. (2, 0)
Step-by-step explanation:
<u>STEP ONE: Look over the given choice.</u>
When the value of y is 0, the value of x would be the x-intercept.
The given choice are the following:
- (0, 8/3)
- (0, 2)
- <u>(2, 0)</u>
- <u>(8/3, 0)</u>
As we can see from the choices, the first two do not have the value of y as 0, therefore, they can be automatically neglected. Then, we are left with two choices left.
<u>STEP TWO: Substitute the remaining values into the given equation</u>
Given point = (2, 0)
3y + 4x = 8
3 (0) + 4 (2) = 8
0 + 8 = 8
8 = 8
Given point = (8/3, 0)
3y + 4x = 8
3 (0) + 4 (8/3) = 8
0 + 32 / 3 = 8
32/3 ≠ 8
Therefore, the ordered pair that represents the x-intercept is <u>(2, 0)</u>.
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Answer:
The total number of containers than can be filled =
Step-by-step explanation:
The amount of blueberries Carl has = 3 1/2 cups
Now,
⇒The amount of blueberries Carl has = 3. 5 cups
Also,the amount of blueberries each container can store = 2/3 cups
Now,
⇒The amount of blueberries each container can store = 0.67 cups
So, \textrm{Total cpus that can be filled by blueberries} = \frac{\textrm{Toaal amount of blueberries to be stored}}{\textrm{Bluebeeries stored in 1 cup}}
=
Now,
Hence, the total number of cups than cen be filled with the blue berries = 5 11/50
⇒ Blueberries can fill 5 full cups and 11/50th of the 6th cup.