In order to complete the series of substitution values from $35 to $45 in increments of $2.50, follow these steps:
- Input $35 in B21.
- Highlight B21 to B26.
- Go to the Home tab.
- Go to the Editing ribbon.
- Click on Fill.
- Click on Series.
- Step Value = 2.50
- Stop Value = 45.
- Click Okay.
<h3>How can you complete a series of Substitution values?</h3>
First input the value you are to start with in the cell you are to start with. In this case that means putting $35 in Cell B21.
Highlight B21 to B26 and then go to the Home tab. Go to the Editing ribbon at the bottom right and click on Fill. Then go to Series and input the step value as 2.50 and the stop value as 45. Click okay and the range will appear.
Find out more on spreadsheet functions at brainly.com/question/1395170.
Following are the correct Python program to calculate its output:
Program Explanation:
- Defining a method "returnNumber" that takes "x" variable in the parameter.
- Inside the method, a return keyword is used that multiplies the parameter value by 5 and returns its value.
- Outside the method, a print method is declared that calls the "returnNumber" method which accepts an integer value into the parameter.
Program:
def returnNumber(x):#defining a variable returnNumber that x variable in parameter
return x*5;#defining a return keyword that multiply the parameter value by 5
print(returnNumber(2))#calling method returnNumber that takes integer value in parameter
Output:
Please find the attached file.
Learn more:
brainly.com/question/13785329
Answer:
def prediction(sales):
print(0.62 * sales)
prediction(4600000)
Explanation:
Code written in python :
We could write it out has a function :
The code is written has a function ;
'def' starts the function which is named prediction. The function takes in a single argument which is the amount of sales made. Since the percentage of sales generated is a constant pegged at 62%. The expression print( 0.62 * sales) outputs the amount generated by east coast. The function call; prediction(4600000) prints the amount generated if a sales of $4600000 is made.