Exponents: Check-In! · 1. c) Why is it practical to define the zero and negative exponent in this...

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Teachable Moments Prepared by: Sa’diyya Hendrickson Exponents: Check-In! I. Assigned Reading Before attempting the exercises below, read the Exponents Lesson, which can be found on the Extra Help page of the course website: www.pumpuoft.yolasite.com/extra-help.php II. TRUE or FALSE Check the box that indicates the truth-value of the statement. Fill in the relevant details. a) (a + b) n = a n + b n to TRUE; Property: to FALSE; Correction and Property: b) 2 3 5 3 = 4 10 3 to TRUE; Property: to FALSE; Correction and Property: c) 5 4 · 5 3 =5 4+3 =5 7 to TRUE; Property: to FALSE; Correction and Property: d) b n b m = b m-n to TRUE; Property: to FALSE; Correction and Property: e) (4 3 ) 2 =4 3+2 =4 5 to TRUE; Property: to FALSE; Correction and Property: III. Short Answer 1. a) State the definition of the zero exponent. b) State the definition of the negative exponent. Making Math Possible 1 of 2 c Sa’diyya Hendrickson

Transcript of Exponents: Check-In! · 1. c) Why is it practical to define the zero and negative exponent in this...

Page 1: Exponents: Check-In! · 1. c) Why is it practical to define the zero and negative exponent in this way? 2. What are the four important things to remember about exponents and their

Teachable Moments Prepared by: Sa’diyya Hendrickson

Exponents: Check-In!

I. Assigned Reading

Before attempting the exercises below, read the Exponents Lesson, which can be found on the ExtraHelp page of the course website: www.pumpuoft.yolasite.com/extra-help.php

II. TRUE or FALSE

Check the box that indicates the truth-value of the statement. Fill in the relevant details.

a) (a+ b)n = a

n + b

n

to TRUE; Property:

to FALSE; Correction and Property:

b)

23

53=

✓4

10

◆3

to TRUE; Property:

to FALSE; Correction and Property:

c) 54 · 53 = 54+3 = 57

to TRUE; Property:

to FALSE; Correction and Property:

d)

b

n

b

m= b

m�n

to TRUE; Property:

to FALSE; Correction and Property:

e) (43)2 = 43+2 = 45

to TRUE; Property:

to FALSE; Correction and Property:

III. Short Answer

1. a) State the definition of the zero exponent.

b) State the definition of the negative exponent.

Making Math Possible 1 of 2 c� Sa’diyya Hendrickson

Page 2: Exponents: Check-In! · 1. c) Why is it practical to define the zero and negative exponent in this way? 2. What are the four important things to remember about exponents and their

Exponents: Check-In

III. Short Answer (Continued)

1. c) Why is it practical to define the zero and negative exponent in this way?

2. What are the four important things to remember about exponents and their properties?

3. Name the super powers of positive integer exponents, the zero exponent and the negativepart of an exponent.

IV. Exercise

Find the value of the following expression:

2

�2 � 3

�1+ 5(12

�1)

Making Math Possible 2 of 2 c� Sa’diyya Hendrickson