10.5 in the form a/b

Answers

Answer 1

Answer: 10.5 in the form of a/b = 105/10 = 21/2

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What are two solution to x<8

Answers

Answer:

1 and 4

Step-by-step explanation:

All you need is 2 numbers that are less than 8

Solve the following dividend problem Oaktree Transportation Corporation has 75,000 shares of stock outstanding. What would the dividend per share of stock be from a dividend declaration of $102,750? How many shares of stock does Jody Nichols hold if her share of the dividend is $20.55?

Answers

$\frac{102750 \textrm{ dollars}}{75000 \textrm{ shares}} = 1.37 \textrm{ dollars per share}}$

Answer: Dividend $1.37 per share

$\frac{20.55 \textrm{ dollars}}{ 1.37 \textrm{ dollars per share}} = 15 \textrm{ shares}$

Answer: Jody has 15 shares

Help please show steps please I don't know what to do so I want to learn not just get the answer

Answers

The answer is -6 I put the work under here

Mark is building a custom wooden frame around his flower bed. The length of the frame is 5.45 feet and the width of the frame is 3.275 feet. WHAT IS THE AREA OF THE FLOWER BED WITHOUT ROUNDING ??? ____________ square feet.

Answers

A = lw
A = 5.45 × 3.275
A = 17.84875

The area of the frame (without rounding) is 17.84875.

Factor completely. 2x^2y+12xy+18y

Answers

2x^2y+12xy+18y
take 2y as a common factor
= 2y*(x^2 +6x+9)
= 2y*(x+3)*(x+3)
= 2y*(x+3)^2

Tell which measure of central tendency best describes the data. Time spent on Internet (min/day): 75 38 43 120 65 48 52 A. Mean B. Median C. Mode

Answers

Answer:

B. Median

Step-by-step explanation:

We have been given data about time spent on Internet (min/day). We are asked to determine the best measure of central tendency for the given data.

Data: 75, 38, 43, 120, 65, 48, 52,

We can see that our given data has a very large value outlier (120), so it will increase the mean.

There is no mode for the given data set as no value repeats.

We know that median is best measure for data set with large valued outliers because median is not affected by outliers.

Therefore, option B is the correct choice.

The measure of central tendency that best describes the data is B. Median.

Which measure of central tendency best describes the data on time spent on the Internet?

Mean:

= (75 + 38 + 43 + 120 + 65 + 48 + 52) / 7

= 69.86

Median:

We arrange data in ascending order: 38, 43, 48, 52, 65, 75, 120. Since there are seven values, the median is the middle value: 52

Mode: There is no value that appears more than once in the data set.

Therefore, the measure of central tendency that best describes the data is B. Median.