I need all the answers to question 2 PLEASE HELP ITS URGENT ILL MARK U AS BRAINLISY

Answers

Answer 1

Answer:

Answer:

its all wht u require.....question no 2

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You want to construct a box-and-whisker plot from a data set. What is the first thing you should do?A. Find the mode of the data set
B. Find the range of the data set
C. Find the interquartile range of the data set
D. Order the data values from least to greatest

Answers

B. I would find the range first to draw the scale on the plot

How much difference is there between a centi unit and a milli unit?

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The main difference between a centi unit and a milli unit lies in their respective magnitudes:

- A centi unit (centi-) is equal to 1/100th or 0.01 of the base unit. For example, 1 centimeter (cm) is equal to 0.01 meters (m).

- A milli unit (milli-) is equal to 1/1,000th or 0.001 of the base unit. For example, 1 millimeter (mm) is equal to 0.001 meters (m).

So, the difference between a centi unit and a milli unit is that a centi unit is 10 times larger than a milli unit. In other words, there are 10 milli units in 1 centi unit.

What is the ratio 35 to 56 written as a fraction in lowest terms?

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In lowest terms 35 to 56 would be written as
Answer = 5 to 8
:)

Can someone explain how to get the answer?

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Answer:

54 degrees.

Step-by-step explanation:

By the external angle of a triangle theorm:

7x + 1 + 7x - 2 = 111

14x - 1 = 111

14x = 112

x = 112/14

= 8.

So, m < S = 7(8) - 2

= 54 degrees.

Fox2110Which quadratic function is represented by the table?o f(x) -3x2 2x 5f(x) 2x2 -2x 5

Answers

Answer:

$3x^(2)-2x+5$

Step-by-step explanation:

The value for each value of x is given by f(x) in the table, the quadratic equation which satisfies all the values f(x) at each value of x is given by:

$3x^(2)-2x+5$ .

This can be found by substituting all the values of x in the equation and check whether it satisfies the corresponding value f(x) or not.

Therefore, substituting x=-2 in the quadratic equation $3x^(2)-2x+5$ ,

$3(-2)^(2)-2(-2)+5$

$3(4)+4+5$

= $21$

Again, substituting x=-1 in the same equation, we have

$3(-1)^(2)-2(-1)+5$

$3+2+5$

= $10$

Putting x=0,

$3(0)^(2)-2(0)+5$

= $5$

Putting x=1,

$3(1)^(2)-2(1)+5$

= $6$

Putting x=2,

$3(2)^(2)-2(2)+5$

=13

Hence, the quadratic equation which is represented by the table is $3x^(2)-2x+5$

B) f(x) = 3x^2 -2x + 5

Which equations have the same solution as p−3=5?Hint: There are 3 equations

3p=30
3 p is equal to 30

p+2=10
p plus 2 is equal to 10

p8=1
p over 8 is equal to 1

p+7=16
p plus 7 is equal to 16

4p=32