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Module 01

Module 01 Assignment

Module 01 Content

Communicating math symbols and translating word

problems into algebraic expressions and equations are

skills necessary in algebra. For each assignment in this

course, you will use Microsoft Word Equation Editor to

practice these skills.

Your assignment is to replicate the following equation

using the Microsoft Word Equation Editor.

X –

y =

-Vx3+5

(x2-c)(x+d)

+2

Once you have successfully replicated the equation, save

and upload the Word document you created.

If you need assistance creating the equation, download

the following document that uses a step-by-step approach

to building the equation:

Tutorial_for_MS_Equation_Editor_in_…

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Module 01

using the Microsoft Word Equation Editor.

X –

x3 +5

y=

+2

(x2 –c) (x +d)

Once you have successfully replicated the equation, save

and upload the Word document you created.

If you need assistance creating the equation, download

the following document that uses a step-by-step approach

to building the equation:

Tutorial_for_MS_Equation_Editor_in_…

Submit your completed assignment by following the

directions linked below. Please check the Course

Calendar for specific due dates.

Use the content creator in the submission box below, or

save your assignment as a Microsoft Word document.

(Mac users, please remember to append the “.docx”

extension to the filename.) The name of the file should be

your first initial and last name, followed by an underscore

and the name of the assignment, and an underscore and

the date. An example is shown below:

Jstudent_exampleproblem_101504

Past due. New attempts will be marked as late.

?

Save and Close

Submit Late

learning.rasmussen.edu

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LTE

Tutorial for MS Equation Editor in

Word 2010

Assigned Task

Recreate the following algebraic expression, using

Microsoft Equation Editor 2010

x + x2 – 4

y =

+ 1

(x3 – a) (x – b)

Instructions for Word 2010

1. Open a new Microsoft Word document.

2. On the ribbon at the top, click Insert.

3. Rest your cursor on the a symbol (PI symbol),

which is located above the word “Equation.”

(The tab will be highlighted.) Click the a

symbol (don’t click the word “Equation” for

now) and a panel with the words “Type

equation here” appears in your document as

shown below.

Type equation here

Type y = into this equation panel right now as

you start to recreate your assigned equation.

The panel shrinks or expands to adjust to the

inserted items. Now it looks like this:

y =

4. To continue working on your assigned

algebraic expression, look for the

mathematical symbols and operators you

need in the new “equation” ribbon that

appears when you clicked the a symbol. Your

equation ribbon looks like this:

Equation Tools

Design

Hone

Page Layout

References

Review

T Professional

ein

те

Equation

Uno

CAV

Symbol

5. Notice on your screen that the equation ribbon

is divided into two areas – individual Symbols

on the left and Structures on the right.

6. The next thing you need in your assigned

equation after the equal sign is a fraction. To

get this, go to the Structures area in your

equation ribbon, click the Fraction template

and then, in the large drop down panel, click

the fraction placeholder as shown here:

en-us-east-1-prod-fleet02-xythos.content.blackboardcdn.com

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ull LTE

5. Notice on your screen that the equation ribbon

is divided into two areas – individual Symbols

on the left and Structures on the right.

6. The next thing you need in your assigned

equation after the equal sign is a fraction. To

get this, go to the Structures area in your

equation ribbon, click the Fraction template

and then, in the large drop down panel, click

the fraction placeholder as shown here:

T

eux. ä lim A 10

od do

3

2

1

y =

7. Your equation now looks like this, including

the two placeholders for the numerator and

denominator of your fraction.

y =

8. Now type the x+ in the little box in the

numerator of your fraction placeholder so

that your figures now look like this:

x +

y =

Note: At this point you might be able to figure out on your own how to use

your EE Toolbar to recreate the entire algebraic expression you were

assigned. Try it! If you make a mistake position the cursor precisely and

backspace once or twice to delete your error and start from where you left

off. If you need further instructions, they are provided below.

9. Note that after the x+ in the numerator of

your fraction you need a “radical” symbol.

Find the Radical template on the Structures

side of the equation ribbon, click it, and then,

in the drop down menu, click the radical

symbol that looks right for your equation. The

equation should now look like this:

x+ve

y =

10. Inside the radical, you need an x with an

exponent of 2. (That is, you need an .) Click

the Script template in the Structures area

and then in the drop down menu, click the

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nil LTE

9. Note that after the x+ in the numerator of

your fraction you need a “radical” symbol.

Find the Radical template on the Structures

side of the equation ribbon, click it, and then,

in the drop down menu, click the radical

symbol that looks right for your equation. The

equation should now look like this:

X +

y =

10. Inside the radical, you need an x with an

exponent of 2. (That is, you need an .) Click

the Script template in the Structures area

and then in the drop down menu, click the

small superscript placeholder. This time you

have a second choice as well – to use the

preformatted symbol. Both choices are

indicated here:

OH

Papeut Reen

Mais

Rew

View

10

sina

* ex $ 10) sine ä lim A 19

Reaction Sort Radical Integral Large Badet Funtion centint and Operator

G…

Sub

To

Carmen Subscript and Superseri

HY

X +

y =

11. If you are using the superscript placeholder,

type an x in the main box of the placeholder

and a 2 in the superscript box, and you

should end up with the following equation:

x + x2

y =

D

12. Now type in the -4 to end the radicand. The

equation now looks like this:

x + 1×2 – 4

y =

Ta ant to thadanominator of your fraction

AA

hos.content.blackboardcdn.com &

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