The given statement that is true is; B: The Formatting, Standard, and Drawing toolbars are displayed.
<h3>Which statement is true of microsoft word?</h3>
In Microsoft word, there are different toolbars that are useful in operation. Now, from the given image from Microsoft word, we can see that toolbar is clicked. However in the fly-down from it, we see that the standard, formatting and drawing toolbars are ticked and as such they are the ones displayed.
Looking at the options, the correct one is Option B because it tells us that Formatting, Standard, and Drawing toolbars are displayed.
Read more about a true statement at; brainly.com/question/25605883
The part of an I-statement that involves a description of
your needs or feelings is the Feelings Statement.
The feelings statement is a description of your feelings that is linked to a
particular situation. Vague feelings often create frustration in the listener.
Answer:
<em>public static void printTotalInches(double num_feet, double num_inches){</em>
<em> double inches = 12*num_feet;</em>
<em> System.out.println("Total value in feets is: "+(inches+num_inches));</em>
<em> }</em>
This function is written in Java Programming Language. Find a complete program with a call to the function in the explanation section
<em>Explanation:</em>
<em>public class ANot {</em>
<em> public static void main(String[] args) {</em>
<em>//Calling the function and passing the arguments</em>
<em> printTotalInches(5,8);</em>
<em> }</em>
<em> public static void printTotalInches(double num_feet, double num_inches){</em>
<em> double inches = 12*num_feet;</em>
<em> System.out.println("Total value in feets is: "+(inches+num_inches));</em>
<em> }</em>
<em>}</em>
Answer:
Some differences between Heap and Binary search trees are as following:-
A heap is a complete binary tree.While a Binary Search Tree may be a complete,prefect binary tree.
A minheap the root should be minimum than it's children So it efficient for finding minimum and maximum.While Binary search trees have different properties the root node should be greater than the left child and should be less than the right child.
Answer:
I will for sure subscribe!!!!
Explanation:
:)
