The Problem which talks about correlation about Researchers studying senior citizens discovered that an elderly person's walking speed was correlated to that person's chance of living longer.
Also, it is given that The fastest walkers were more likely to live another 10 years than were the slowest walkers.
So, we can conclude from above statement that , elders who walks more has high correlation than the elders who do not take regular walk daily.
Yes, as walking makes our heart , body and mind strong, so chances of living becomes higher.
So, Elders who take walk regularly has high value of Positive correlation than person who does not take regular walk.
Answer:
{3, 6, 10}
Step-by-step explanation:
Any value of v that is greater than 1 is a solution.
Solutions here include {3, 6, 10}
Answer:y= 4/2x +1
Step-by-step explanation:
Slope is 4/2. Y-intercept is 1.
1.mean 5
Median 10
Mode 11,6,12
Answer:
It usually works to follow instructions.
Step-by-step explanation:
<h3>Exercise 1.</h3>
Apparently, you are to plot the given points on the graph. The axes are clearly labeled, so it is a matter of identifying the appropriate grid crossing and putting a dot there. See the first attachment.
<h3>Exercise 2.</h3>
You can read the desired values from the graph you just plotted (as the instructions say), or you can simply read them from the table.
- 2 million
- 5 million
- 9 million
<h3>1. </h3>
See the red line and points in the second attachment. Usually, values on the axes of a graph will <em>increase</em> up and to the right.
<h3>2.</h3>
See the purple line and points in the second attachment.
<h3>3.</h3>
The point of intersection is (price, quantity) = (40, 350).