Answer:
Carmina should use Indent option in order to move a paragraph to the right margin of the margin she is working in.
Explanation:
Indents are used basically to display the blank spaces or distance of the paragraph from the left of right margin.
A simple indent moves the paragraph on either left margin side or right margin side as selected. In order to customize the indents:
- Click on Home tab.
- Locate Paragraph group.
- Click on Indents and Spacing.
- Now under the Indentation option, from the drop down menu name Special, we can choose an indent to be:
1. First Line
2. Hanging
- Moreover, length of the indent can be adjusted.
<h3>I hope it will help you!</h3>
Answer:
See explaination
Explanation:
Given a partial grammar which represents the specification for C++ style variable declaration. In this range a - z indicates terminals that represents the variable names.
'S' is the start symbol of the
non-terminal.
Hence, given,
S= TV
V= CX
Please kindly refer to attachment for further instructions and complete step by step solution.
The answer is <span>workstation. </span>The workstation domain refers to any endpoint device used by end users, which includes but is not limited to mean any smart device in the end user's physical possession and any device accessed by the end user, such as a smartphone, laptop, workstation, or mobile device.
Answer:
import math
tolerance=0.00001
approximation=1.0
x = float(input("Enter a positive number: "))
def newton(number,approximation):
approximation=(approximation+number/approximation)/2
difference_value =abs(number-approximation**2)
if difference_value<= tolerance:
return approximation
else:
return newton(number,approximation)
print("The approximation of program = ", newton(x, approximation))
print("The approximation of Python = ", math.sqrt(x))
Explanation:
- Create a recursive function called newton that calls itself again and again to approximate square root for the newton technique.
- Apply the formulas to find the estimate value and the difference value
.
- Check whether the difference_value is less than the tolerance value and then return the value of approximation else make a recursive call to the newton function by passing the user input and the new approximation value
.
- Finally display all the results using the print statement.
