algebra 1-a

9
ALGEBRA 1-A A JOURNEY THROUGH TIME

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Algebra 1-A. A Journey through time. Number Sets. A number that when squared gives a positive number. Real numbers Imaginary numbers Rational numbers Irrational numbers. A number that when squared gives a negative number. A number that can be made by dividing two integers. - PowerPoint PPT Presentation

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Page 1: Algebra 1-A

ALGEBRA 1-AA JOURNEY THROUGH TIME

Page 2: Algebra 1-A

NUMBER SETS•Real numbers•Imaginary numbers•Rational numbers•Irrational numbers

A number that when squared gives a positive number

A number that when squared gives a negative number

A number that can be made by dividing two integers

A number that has a decimal that goes on forever without repeating

Page 3: Algebra 1-A

RATIONAL NUMBERS•Fractions/Decimals•Integers•Zero•Natural Numbers

Page 4: Algebra 1-A

NUMBER SETS

Page 5: Algebra 1-A

TIME LINE•1800 BC – BABYLONIANS SHOW KNOWLEDGE OF PYTHAGOREAN

SQUARES (FOUND A LIST OF THEM ON A CLAY TABLET)•1700 BC – STONEHENGE WAS BUILT (RICHARDSON W. H., P. 1)•1650 BC – EGYPTIANS DEMONSTRATE KNOWLEDGE OF MATH

OPERATIONS (PLUS) AND WORD PROBLEMS•1600 BC – BABYLONIAN TABLETS FOUND THAT SHOW SIGNS OF

BASIC ALGEBRA (ONE EQUATION 2A+3=7), FRACTIONS, QUADRATIC AND CUBIC EQUATIONS, AND SQUARE ROOTS

Page 6: Algebra 1-A

TIME LINE•1300 BC – EGYPTIANS PLAY A VERSION OF TIC TACK TOE SIMILAR

TO THE GAME TODAY. •776 BC – THE FIRST OLYMPIC GAMES WERE HELD IN GREECE•360 BC – GEOMETER USES INEQUALITY IN A GEOMETRIC PROOF

OF EXHAUSTION •300 BC – EUCLID WROTE HIS BOOK ON GEOMETRY, THE

ELEMENTS•250 BC – ARCHIMEDES MAKES PI (22/7) AND FORMULAS FOR

FINDING AREA OF SHAPES

Page 7: Algebra 1-A

WHY USE MATH?

Page 8: Algebra 1-A

IDENTIFY

1323

2 3.3 362

0 9227

Page 9: Algebra 1-A

PRACTICE MORE!

•JUST WORK ON 1-4 FOR NOW