Answer:
-50 is the integer representation
Step-by-step explanation:
Here, we want to have an integer representation
By going down, what it simply means is that there is a loss in the original value by an amount of $50
When there is a loss, we are simply taking away the value from what we had initially
Taking away is same as subtracting
Thus, what we have in this case is -50
Answer:
2
Step-by-step explanation:
Here are some fractions that are equivalent to 10/10:
1/1
2/2
3/3
4/4
5/5
6/6
7/7
8/8
9/9
10/10
11/11
12/12
13/13
14/14
15/15
16/16
17/17
18/18
19/19
20/20
21/21
22/22
23/23
24/24
25/25
26/26
27/27
28/28
29/29
30/30
31/31
32/32
33/33
34/34
35/35
36/36
37/37
38/38
39/39
40/40
41/41
42/42
43/43
44/44
45/45
46/46
47/47
48/48
49/49
50/50
51/51
52/52
53/53
54/54
55/55
56/56
57/57
58/58
59/59
60/60
61/61
62/62
63/63
64/64
65/65
66/66
67/67
68/68
69/69
70/70
71/71
72/72
73/73
74/74
75/75
76/76
77/77
78/78
79/79
80/80
81/81
82/82
83/83
84/84
85/85
86/86
87/87
88/88
89/89
90/90
91/91
92/92
93/93
94/94
95/95
96/96
97/97
98/98
99/99
For this case we have the following vector:
v = (- 2, -1).
Using product point we have:
v.v = (-2, -1). (- 2, -1)
v ^ 2 = (-2) * (- 2) + (-1) * (- 1)
v ^ 2 = 4 + 1
v ^ 2 = 5
Then, clearing the module we have:
v = root (5)
Answer:
The module of the vector is given by:
v = root (5)
C. square root of 5
Answer:
well 0
Step-by-step explanation:
basically when a point lies on an axis,one of its coordinates must be zero,let's say point a-
if you look at how far the point is from the origin along the x-axis,the answer is zero,therefore the x-coordinate is zero,any point that lies on the y-axis has an x-coordinate of zero.