The correlation that is obtained when the pearson correlation is computed for data that have been converted to ranks is option A) The Spearman correlation.
<h3>What is Spearman correlation used for?</h3>
Spearman's correlation is known to be one that tends to look into or measures the strength and way of monotonic relationship between two variables.
It is one that is a nonparametric measure that is often known to be rank correlation and it tends to examine how well the association between two variables can be said to using a monotonic function.
Hence, The correlation that is obtained when the pearson correlation is computed for data that have been converted to ranks is option A) The Spearman correlation.
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See full question below
) What correlation is obtained when the Pearson correlation is computed for data that have been converted to ranks?
A) The Spearman correlation
B) The point-biserial correlation
C) The phi coefficient
D) It is still called a Pearson correlation
Answer:
zero ( 0) times.
Explanation:
In the code;
i = 2
while ( i > 2){
i = floor( i/2 );
z = z + 1;
}
the variable " i " is assigned the integer " 2 ", then the while statement loops with a condition of a greater " i " value and divides the value by two for every loop.
But in this case, the while statement is not executed as the value of " i " which is 2 is not greater than but equal to two.
Answer:
Midi Synthesizer, Mic,Boom Mic, Laptop
Explanation:
At the end of the day a keyboard and a pc is all you need as the keyboard alone can cover nearly any instrument.
If 29 bits of the 32 available addressing bits are used for the subnet, then only 3 bits giving 2^3=8 combinations remain for the host addresses.
In reality, the all zeros and all ones addresses are reserved. So, 8 addresses can exist, but 6 of those are available.
The way the question is formulated it seems the answer 8 is what they're after.
Answer:
Following are the program in the Python Programming Language.
#import math package
from math import sqrt
#define function
def circle(x,y):
#return the square root
return sqrt( (x)**2 + (y)**2 )
#get input from the user
x = float(input("Enter first number between -10 and 10: "))
#get input from the user
y = float(input("Enter first number between -10 and 10: "))
#check condition
if(circle(x,y)<8):
#then, print message
print("It is in!")
#otherwise
else:
#print message
print("It is not in!")
<u>Output:</u>
Enter first number between -10 and 10: 1.5
Enter first number between -10 and 10: 2.6
It is in!
Explanation:
Here, in the following program in the Python Programming Language.
- Define the function "circle" and pass the argument "x" and "y" then, return square root of x and y.
- Set a variable "x" which get float type input from the user.
- Set a variable "y" which get float type input from the user.
- Set the if conditional statement to check that the function return the value less than 8 then, print the message.
- Otherwise, it print the following message.