Answer:
Step-by-step explanation:
8. B is the midpoint of AD
A (x,y)
D( -1,3) B ( (x-1)/2, (y+3)/2) and B ( 1,1)
then (x-1)/2=1, x-1=2 ( +1) , x= 2+1, x=3
(y+3)/2=1, y+3=2 ( -3) y=2-3, y= -1
then A (3, -1)
9. (-8,3)
(s,3) the midpoint (0,u)
then (s-8)/2=0, s=8
(3+3)/2=u, u=6/2, u= 3
10. a=1 ( the y coordinate is the same as the midpoint
A(3,1)
B(x,y) the midpoint (5,1)
(3+x)/2=5, 3+x=10 , x=10-3, x=7
(y+1)/2=1, y+1=2,y=2-1, y=1
B(7,1)
Answer:2
Step-by-step explanation:
i got it wrong
To make the equation go through (0,-4) the new equation would be 9x + 5y = 20. We needed to change it from subtracting to adding so the direction of the line would go from going down to up too up to down. In slope-intercept form the original equation would be found by the following.
9x - 6y = 20
-6y = 20 - 9x
y = -20/6 - (-9/6x)
y = 9/6x - 20/6
y = 3/2x - 10/3
To make the perpendicular line, take the slope and apply the opposite and reciprocal.
y = -2/3x - 10/3
Best of Luck!
The number of bags that are probably taken as samples is = 25 bags.
A normal distribution usually appears like a bell shape in a graph whereby the mean is centrally placed.
In the normal distribution of candies per bag;
The standard deviation =3
The mean = 50
Therefore candies per bag = 47 - 53
Using the empirical method, the percentage to the right of the line of normal distribution can be calculated as:
50 + 64/2 = 84%.
That means that 100 - 84 = 16% of the data is below 4.
If 16% = 4
100% =X
Make X the subject of formula,
X = 100× 4/16
X = 400/16
X= 25 bags.
Therefore, the number of bags that are probably taken as samples is = 25 bags.
Learn more about normal distribution here:
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Sin(2theta)=1/2
Answer: I think the answer is 10 thats atleast what I got
Step-by-step explanation:
Answer:Complex numbers in the coordinate plane. Each complex number x + yi corresponds to a number pair (x, y) in the plane, so we may say that the complex numbers form a two-dimensional collection. The two coordinates of the pair (x, y) are called the real part and the imaginary part of the complex number.
Step-by-step explanation: