Scientific Notation - Intro

40 Topics, 3 Skills

Powers of Ten - Simplified Form

Topic 1

Powers of Ten - Simplified Form

Topic 2

Powers of Ten - Expanded Form

Topic 3

Powers of Ten - Expanded Form

Topic 4

Powers of Ten - Calculation

Topic 5

Powers of Ten - Calculation

Topic 6

Decimal by Power of Ten (Scientific Notation Prep)

Topic 7

Decimal by Power of Ten (Scientific Notation Prep)

Topic 8

Decimal by Power of Ten (Scientific Notation Prep)

Topic 9

Decimal by Power of Ten (Scientific Notation Prep)

Topic 10

Convert to Normal - 0 Decimal Places

Topic 11

Convert to Normal - 0 Decimal Places

Topic 12

Convert to 0 Decimal Places

Topic 13

Convert to 0 Decimal Places

Topic 14

Convert to Normal - 1 Decimal Places

Topic 15

Convert to Normal - 1 Decimal Places

Topic 16

Convert to 1 Decimal Places

Topic 17

Convert to 1 Decimal Places

Topic 18

Convert to Normal - 0 Decimal Places

Topic 19

Convert to Normal - 0 Decimal Places

Topic 20

Convert to 0 Decimal Places

Topic 21

Convert to Normal - 1 Decimal Places

Topic 22

Convert to 1 Decimal Places

Topic 23

Convert to 1 Decimal Places

Topic 24

Convert to 2 Decimal Places

Topic 25

Convert to 2 Decimal Places

Topic 26

Convert to 2 Decimal Places

Topic 27

Convert to 2 Decimal Places

Topic 28

Units to Exact Digits

Topic 29

Units to Scientific Notation

Topic 30

Convert to 0 Decimal Places

Topic 31

Convert to Normal - 2 Decimal Places

Topic 32

Convert to Normal - 2 Decimal Places

Topic 33

Units to Exact Digits

Topic 34

Units to Scientific Notation

Topic 35

Convert to Normal - 2 Decimal Places

Topic 36

Convert to Normal - 1 Decimal Places

Topic 37

Convert to Normal - 2 Decimal Places

Topic 38

Decimals - Convert to Normal - 1 Decimal Places

Topic 39

Decimals - Convert to Normal - 1 Decimal Places

Topic 40

Powers of Ten - Expanded Form

Level 1

This math topic focuses on understanding and practicing the expanded form of numbers expressed with exponents, specifically powers of ten. It is part of an introductory unit on scientific notation. The problems challenge learners to convert expressions like \(10^1\), \(10^4\), \(10^3\), and \(10^2\) into their expanded forms. Multiple choices are provided for each question, indicating different ways the powers could potentially be expanded, and the students must select the correct one. This helps in reinforcing the concept of exponents and their application in mathematical operations.

Work on practice problems directly here, or download the printable pdf worksheet to practice offline.

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