The ordered pair could represent the x-intercept (4, 0). Thus, option (C) is correct.
The x-intercept is the point where a graph intersects the x-axis.
At this point, the y-coordinate is zero (0).
Therefore, the ordered pair representing the x-intercept will have a y-coordinate of 0.
Also, the standard form to write the x intercept is (x, 0).
a) 0, 4
Not represent the x-intercept.
b) 4, 4
Not represent the x-intercept
c) 4, 0
Represent the x-intercept, because the y-coordinate is 0, which is what we expect for an x-intercept.
d) None of these
Thus, option (C) is correct.
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Answer:
Which ordered pair could represent the x-intercept?
a. (0, 4)
b. (4, 4)
c. (4, 0)✓
d. None of these
Step-by-step explanation:
Ordered pair which represent the x-intercept i.e., value of x axis is 'a' and y axis is 0 is c. (4,0).
A prism with 24 edges will have 10 faces.
In a prism, each face is a flat surface. A prism has two parallel bases that are polygonal shapes, and the other faces are rectangular. The number of faces in a prism is determined by the shape of its bases. If the prism has a triangular base, it will have 3 rectangular faces on the sides, and the two triangular bases, making a total of 5 faces. If the prism has a rectangular or a square base, it will have 4 rectangular faces on the sides, and the two bases, making a total of 6 faces.
Since the prism in question has 24 edges, we can determine the shape of its bases by dividing the number of edges by the number of edges on each base. If the bases are polygons, we can find the number of edges by multiplying the number of vertices by the number of sides on each polygon. By trying different combinations, we find that a prism with 8-sided bases (octagon) will have 24 edges. Therefore, the prism has 2 octagonal bases and 8 rectangular faces, making a total of 10 faces.
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Answer:
72
Step-by-step explanation:
Antonio is working on programming a new video game called Millie's Quest. In the game, the main character, Millie, collects golden keys to help her in her quest. Antonio wants to write a formula to show that Millie can collect one less key than the highest number of bits that can be arranged in the system. What formula can he use?
Answer:
Formula = 2n-1
Step-by-step explanation:
Given : Antonio uses the power of 2n to find the number of ways bits can be arranged. The n often stands for the number of bits. Millie, collects golden keys to help her in her quest.
To write : A formula to show that Millie can collect one less key than the highest number of bits that can be arranged in the system.
Number of bits =n
Highest number of bits =2n
One less key than the highest number of bits = 2n-1
Therefore, the formula he use = 2n-1