Answer:Mean = 8.7
Median= 8.8
Mode=Nil
Yes, they are the best measure to describe the data.
Step-by-step explanation:
Mean, otherwise known as average= total sum of data set/ number of data set
=45.8/5= 8.76
Median- the mid point data in a given set. We rearranged the data set in an ascending order to get the best measure. Median is 8.8
Mode- the most reoccurring number in a given data. For this data set, however, mode is not applicable as all each data value appears once
Answer:
2 * 11/4 * 11/2
step 1. simplify: 2 * 2.75 * 5.5
step 2. do the math: 2 * 2.75 * 5.5 = 30.25
Yes 11.6 is a greater than 11.3
I hope that's help !
Answer:
Option B. The slope of VT is equal to the slope of ZX
Step-by-step explanation:
we know that
The formula to calculate the slope between two points is equal to
step 1
Find the slope VT
we have
V(-7,-3),T(-4,0)
substitute in the formula
step 2
Find the slope ZX
we have
Z(0,4),X(6,10)
substitute in the formula
therefore
The slope of VT is equal to the slope of ZX
Answer:
The slope of VT is equal to the slope of ZX.
Step-by-step explanation:
Two triangles are similar if the slopes of corresponding sides are equal.
In triangle TUV, TU is vertical, so the slope is undefined. The side UV is horizontal, so the slope is zero.
Determine the slope of the VT using the slope formula. Point V is at (-7, -3), and point T is at (-4, 0).
slope=y^2-y1/x^2-x1
=0-(-3)/-4-(-7)
=3/3
=1
In triangle XYZ, XY is vertical, so the slope is undefined. The side YZ is horizontal, so the slope is zero.
Determine the slope of the ZX using the slope formula. Point Z is at (0, 4), and point X is at (6, 10).
slope=y^2-y1/x^2-x1
=10-4/6-0
=6/6
=1
Compare the slopes of corresponding sides of the two triangles.
Sides TU and XY have undefined slopes.
Sides UV and YZ have zero slopes.
Sides VT and ZX have slopes of 1.
Therefore, the following statement is true.
The slope of VT is equal to the slope of ZX.
i inserted a screen shot
1) 4
2) -3x - 3
3) -2x - 3
we know that
so
by proportion
therefore
the answer is