Question
What does it mean when the correlation coefficient is close to 1 ?
- There is no correlation between the two variables
- There is a strong negative correlation between the two variables
- There is a strong positive correlation between the two variables
- There is a parallel correlation between the two variables
The correct answer is: There is a strong positive correlation between the two variables
when the correlation coefficient is close to 1 There is a strong positive correlation between the two variables.
Related Questions to study
What is a bivariate data set?
What is a bivariate data set?
Your linear regression function read as follows:
r2 = 0.9909817911, r = 0.9954806834, a = 13.55882353, b = 17.58823529
Which is the correlation coefficient of the line?
Your linear regression function read as follows:
r2 = 0.9909817911, r = 0.9954806834, a = 13.55882353, b = 17.58823529
Which is the correlation coefficient of the line?
Your linear regression function read as follows:
r2 = 0.9909817911, r = 0.9954806834, a = 13.55882353, b = 17.58823529
Which is the y-intercept of the line?
Your linear regression function read as follows:
r2 = 0.9909817911, r = 0.9954806834, a = 13.55882353, b = 17.58823529
Which is the y-intercept of the line?
Your linear regression function read as follows:
r2 = 0.9944, r = 0.9972, a = 0.776823, b = 4.69062
Which is the slope of the line?
Your linear regression function read as follows:
r2 = 0.9944, r = 0.9972, a = 0.776823, b = 4.69062
Which is the slope of the line?
What function determines the equation of a line of best fit?
What function determines the equation of a line of best fit?
How can you evaluate the goodness of fit for a line of best fit for a paired data set?
How can you evaluate the goodness of fit for a line of best fit for a paired data set?
Jhon draws a trend line for the scatter plot in item 3 and writes the equation y = 6.5x + 12 to represent the line. Use her equation to predict how much she will spend if she buys 7 books
Jhon draws a trend line for the scatter plot in item 3 and writes the equation y = 6.5x + 12 to represent the line. Use her equation to predict how much she will spend if she buys 7 books
Let . Suppose you subtract 5 from the input of the f to create the new function g, then multiply the input of the function g by 3 to create a function h. Write the equation that represents h?
Let . Suppose you subtract 5 from the input of the f to create the new function g, then multiply the input of the function g by 3 to create a function h. Write the equation that represents h?
If is the transformation of after a vertical compression by , a shift right by 2, and a shift down by 4. What a function for .
>>>Vertical shift of f(x) by 3/4 becomes 3/4(x)
>>>Shifting right the function becomes 3/4(x-2)
>>>Shifting right the function gives 3/4(x-2)-4.
If is the transformation of after a vertical compression by , a shift right by 2, and a shift down by 4. What a function for .
>>>Vertical shift of f(x) by 3/4 becomes 3/4(x)
>>>Shifting right the function becomes 3/4(x-2)
>>>Shifting right the function gives 3/4(x-2)-4.
Which of the following describes the difference between the graph of f and the graph of the input of f multiplied by 5?
From the question it is clear that .
So, the slope changes by a factor of 5; the y - intercept does not change.
Which of the following describes the difference between the graph of f and the graph of the input of f multiplied by 5?
From the question it is clear that .
So, the slope changes by a factor of 5; the y - intercept does not change.
A student graph . On the same grid, he/she graphs the function g which is a transformation of f made by multiplying to the output of f. Write the equation of the transformed graph.
Given
So,
A student graph . On the same grid, he/she graphs the function g which is a transformation of f made by multiplying to the output of f. Write the equation of the transformed graph.
Given
So,
Which line fits the data graph below?
Which line fits the data graph below?
A student graph . On the same grid, he/she graphs the function g which is a transformation of f made by subtracting 4 from the input of f. Write the equation of the transformed graph.
Given
So,
A student graph . On the same grid, he/she graphs the function g which is a transformation of f made by subtracting 4 from the input of f. Write the equation of the transformed graph.
Given
So,
The minimum wage for employees of a company is modeled by the function . The company decided to offer a signing bonus of $50. Write the function of g that models the new wage for employees of a company.
The minimum wage for employees of a company is modeled by the function . The company decided to offer a signing bonus of $50. Write the function of g that models the new wage for employees of a company.
The graph of g describes as a _____________ of the graph of f.
Given and
So, the graph of the function g is the function f translates k units horizontally.
The graph of g describes as a _____________ of the graph of f.
Given and
So, the graph of the function g is the function f translates k units horizontally.