The answer is D, on a Graph, no two points can meet when drawn Vertically
I need more information please ?
The answer to the question it option b
Answer:
60 different ways
Step-by-step explanation:
According to the given data, we have
Number of reindeer i.e 5
Number of them fly their sleigh i.e 3
In order to find different ways can you arrange your reindeer, we will use "Permutation":
considering, n = 5 and r=3
it becomes,
5P3= 60 (by using calculator)
OR
5P3 = 5!/ (5-3)!
5P3=120 / 2
5P3= 60
Thus, ways can you arrange your reindeer in 60 different ways
Answer:
Step-by-step explanation:
<u>Given functions f(x) and g(x). f(x) is:</u>
<u>Converted into vertex form, it is:</u>
<u>g(x) has vertex at (-2, -14), it's vertex form is:</u>
Comparing f(x) and g(x) we see both have same x- coordinate of the vertex (x = -2).
Both have positive leading factors, therefore the vertex is their minimum point.
Function f(x) has vertex above the x-axis as y-coordinate of the vertex is positive. Hence no intersection with x-axis.
Function g(x) has negative y-coordinate of the vertex, so it has two intersections with x-axis.
Correct choice is A
