Julie's cell phone is 9 centimeters long. How many millimeters long is her cell phone?

Answers

Answer 1

Answer: julie's cell phone is 90 millimeters long.

Answer 2

Answer: It is 90 millimeters. ^_^

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What did everyone say after the bumpy airplane landing

Answers

(109) It's not the plane's fault and it's not (110) the pilots fault so it's probably the asphalt

It's not the planes fault and it's not the pilots fault so it's probably the asphalt

How to calculate percentages ? For example 25% of (random number)

Answers

You have to remember that "percent" means "hundredths".

So '25%' means 0.25 .
50 percent means 0.50 .
77% means 0.77 .
etc.

To find 41% of a number, multiply the number by 0.41 .

25% of 150

25% = 25/100

25/100 * 150
= 0.25 * 150 = 37.5

4.- UN RELOJERON COBRO $391.40 POR COMPONER 3 RELOJES; ¿CUANTO COBRARA POR ARREGLAR 5 RELOJES?

Answers

El relojeron les cobrará 652.33 por los 5 reloj ya que cada reloj vale 130.46

Evaluate the expression when x = 5: 10 I7-xI
(A)-120
(B)20
(C)-20
(D)123

Answers

$10|7-x| \hbox{ when } x=5 \n10|7-5|=10|2|=10 * 2=\boxed{20} \Leftarrow \hbox{answer B}$

10|7 - x|
10|7 - 5|
10|2|
10(2)
20

B.20

Find the value of x that makes the equation true.9x = –54

A.6

B.–9

C.–6

D.–54

Answers

To find the answer you divide both sides by 9. Which then gives you x=-6 as your answer.
C. -6

Data were collected on the distance a home is located from a major city, x (in miles), and the selling price of the home, y (in thousands of dollars). The scatterplot of the data yielded a linear equation, y =31.0+3.12x. Identify the slope and y-intercept of the regression equation.

Answers

Answer:

Step-by-step explanation: hey you know whats crazy we are doing the same problem i just did it so cross multiply y and x then divide b 100 and you will get your answer you can also use a couculator we us e them is school

Final answer:

The slope and y-intercept of the regression equation 'y =31.0+3.12x' are 3.12 and 31.0, respectively. It suggests for every mile increase in distance from a major city, the price of a home increases by $3,120 and a home in the city costs $31,000 as base price.

Explanation:

In your regression equation, y =31.0+3.12x, 'y' represents the selling price of a home and 'x' is the distance it is located from a major city. The slope of the line, represented by 3.12, translates to every mile increase in distance from a major city, there's an increase of $3,120 in the home price. The y-intercept is 31.0, which means when the distance from a major city is zero miles (i.e., the home is in the city), the base price of the home is $31,000.

Learn more about Linear Regression here:

brainly.com/question/36829492

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