Find the median and mode of the data. A.

median = 82.4
no mode

B.

median = 82.4
mode = 85

C.

median = 85
no mode

D.

median = 85
mode = 82.4

Answers

Answer 1

Answer: $the\ data:\n\n51;\ 75;\ 79;\ \underline{81;\ 89};\ 90;\ 96;\ 98\n\nMedian=(81+89)/(2)=(170)/(2)=\boxed{85}\n\nNO\ Mode\ because\ each\ number\ appears\ only\ once\n\nAnswer:\boxed{C}$

Answer 2

Answer: You would add all the terms together and then divide to get the mean which is 51+75+79+81+89+90+96+98=584/8=73 and there is no mode.

Related Questions

Only problem 6a. Can someone demonstrate how to do this so I can do the rest solo?
What shape is this? Please answer ASAP.
At the market, 2.4 pounds of carrots cst 1.68$ and 1.8 pounds of broccoli cost 1.53$ how much more does1 pound of broccoli cost than 1 pound of carrots
Which expression could be used to determine the cost of a $50 video game after a 20 percent discount?
1. You live in Raleigh and plan to fly to Ottawa, Canada where the fishing is really good. It is 1,345 km. You book a non-stop flight for the two of you. If the jet flies 450 miles per hour, how long is your flight?

Plz help me with my homework

Answers

depends on what it is, i'd personally love to at any point

When 24 is subtracted from 7 times a certain number, the result is 109. what is the number?

Answers

109 + 24 = 133133/7 = 19
The number is 19

small cubes with edge lengths of 1/4 inch will be packed into the right rectangular prism shown. How many small cubes are needed to completely fill the right rectangular prism

Answers

This question is a very hard and difficult one to answer. The main reason
is because you said "the right rectangular prism shown" and then you didn't
show it. So all I can tell you is this:

-- The volume of each small cube is

   (1/4) x (1/4) x (1/4) = 1/64 cubic inch .

-- The volume of the right rectangular prism that's not shown is

   (length in inches) x (width in inches) x (height in inches) cubic inches.

The number of small cubes needed to fill the invisible right rectangular prism is ...

   (volume of the missing right rectangular prism)
divided by
   (volume of each small cube) .

That's

   (volume of the alleged right rectangular prism)
divided by
   (1/64 cubic inch)
= (64) times(volume of the rumored right rectangular prism) .

the length of a rectangular building is 6 feet less than 3 times t he width. The perimeter is 120 feet. Find the width and the length of the building.

Answers

Call the width x. Note that the length is 3x-6. We know that double the width plus double the length is 120, so we write an equation:

$2(x)+2(3x-6)=120$
$2x+6x-12=120$
$8x-12=120$
$8x=132$
$x=16.5$
If x is 16.5, the width is 16.5, and the length is $3 \cdot 16.5 - 6 = 43.5$ .

Find the unknown side length for the parallelogram. Area = 98 m2

A.
882 m

B.
441 m

C.
10.89 m

D.
0.092 m

Answers

The answer is C (10.89 m)

x * 9 = 98 m²
x = 98 ÷ 9
x = 10.888888 or 10.89 m

In ΔABC, if the length of sides a, b, and c are 3.5 centimeters, 5.5 centimeters, and 6 centimeters respectively, what is m∠C to two decimal places

Answers

The measure of the angle ∠C to two decimal places will be 117.99°.

What is the cosine law?

The squared of the size of any solitary side of either a triangle is equal, by the cosine rule, to the total of the squares of the lengths of the other two sides, times by the cosine of something like the angle they are a part of.

Let the triangle ΔABC, then the cosine law is given as,

c² = a² + b² - 2 a·b cos C

In ΔABC, if the length of sides a, b, and c are 3.5 centimeters, 5.5 centimeters, and 6 centimeters respectively. Then the measure of the angle ∠C is given as,

6² = (3.5)² + (3.5)² - 2 · (3.5) · (3.5) cos C

Simplify the equation, then we have

6² = (3.5)² + (3.5)² - 2 · (3.5) · (3.5) cos C

36 = 12.25 + 12.25 - 24.50 cos C

11.5 = - 24.50 cos C

cos C = - 11.5 / 24.5

C = 117.99

The measure of the angle ∠C to two decimal places will be 117.99°.

More about the cosine law link is given below.

brainly.com/question/17289163

#SPJ6

C=arccos(13/77)=80.28 degrees
Look at attachment.

Find the median and mode of the data. A.median = 82.4 no modeB.median = 82.4 mode = 85C.median = 85 no modeD.median = 85 mode = 82.4

Answers

Related Questions

Answers

Answers

Answers

Answers

Answers

Answers

What is the cosine law?

Find the median and mode of the data. A.

median = 82.4
no mode

B.

median = 82.4
mode = 85

C.

median = 85
no mode

D.

median = 85
mode = 82.4