Department of Electrical and Computer Engineering
Pak-Austria Fachhochschule: Institute of Applied Sciences and
Technology, Haripur, Pakistan
COMP102L/CS
Time: 1.5 hrs.
Marks: 10
Instructor: Engr. Usama Manzoor
Name: MUHAMMAD SAIM AHMED
Dated: 21/10/2021
Registration #: 0000017413
Lab # 01
Task # 01:
a. Open the blank document in MS Word.
b. Type a short paragraph:
Type: I am learning Microsoft Word. I hope to learn at least one new thing in this
training session. If I have any questions (and I know I will), I will ask the teacher
to answer them so I will not get stuck.
c. Save your work as “Exercise 1” on your desktop.
d. Bold and underline “Microsoft Word”.
e. Italic the word “least”
f. Change the line spacing of the paragraphs to 1.5.
g. Highlight the phrase “and I know I will” in yellow color.
h. Justify the text of your paragraph.
i. Adjust the margin of the document by changing top, bottom, left and right margins to
1.5”.
j. Add a header to the document and write your Name and Surname.
k. Create the footnote with the heading of your document and
l. Type the footnote: My teacher will be happy to see footnotes in my paper.
Solution:
Task # 02:
a. Create a table shown in previous slide, bold the first row heading.
b. Insert a row between Spiteri and Borg and add the
c.
d.
e.
f.
g.
Highlight (bold) the 2nd row and right align the data.
Apply superscript to the word “ Xuereb” and change it to capital letters
Give a caption to the table i.e “Adding Table to Word Document”.
Bold and Center align the caption, set its font size to 12.
Save your document with title “Exercise 2” on the desktop.
Solution:
following
data:
January test
Surname
Name
English
German
computer
BILAL
Bilal majid
75
85
85
Shahkeel
Shahkeel ali
78
78
78
Ali
Ali amjad
95
95
80
Ahmed
Ahmed Nawaz
85
75
85
89
90
95
Subhan
Subhan tahir
Figure 1 Adding Table To Word Document
Task # 03:
Write the following mathematical expressions using word equations (using a separate word file
and save it with name Exercise 3).
Solution:
𝜑(t)=Co+∑∞
𝑛=1
Dn =
Cn cos(nωot+𝜃 π)
-jnω
∫
To 𝛿 To(t)e
𝑇𝑜
1
0
dt