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Published byCecily Hines Modified over 9 years ago
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-(-7.2) 1-(-3) -9+(-4.5) (-3.4)(-2) -15/3 -2/5 + 3/-5
Bell work 8/15/14 Define: Real number Rational Irrational Integer Whole Number Natural Number Simplify. -(-7.2) 1-(-3) -9+(-4.5) (-3.4)(-2) -15/3 -2/5 + 3/-5
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1.1 Properties of Real
Numbers
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Real Number: the set of all rational and
irrational numbers.
Ex: 1, , 5/6, Rational Numbers: numbers that can be
written as a fraction a/b where be cannot be
0. Ex: 4, 12/6, 22/2.... Irrational number: number that cannot be
written as a fraction. Ex: , ,
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Rational Numbers -can be written as terminating decimals.
Ex: 0.25, 0.135, 6.86 -can be written as repeating decimals.
Ex: , -can be written as a fraction. Ex: 10/11, 14/2, 1/3
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Irrational Numbers -cannot be written as a repeating or
terminating decimal. Ex:
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Real Rational Irrational
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Rational Numbers -Natural numbers: the numbers used for
counting. {1,2,3,4.....} -Whole numbers: natural numbers and 0. {0,1,2,3,4....} -Integers: whole numbers and their opposites.
{...-2,-1,0,1,2...}
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Graph ¼ - 2
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Compare - 0.08 and - 0.1 Use the symbols < and >
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The OPPOSITE or ADDITIVE INVERSE of
any number x is -x
Ex: The additive inverse of 2 is -2. the additive inverse of -400 is 400. The RECIPROCAL of any nonzero number
a is 1/a. Ex: The reciprocal of 2 is 1/2. The reciprocal of -4/9 is -9/4.
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Absolute value: a numbers distance away
from zero.
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Homework!!!!!!!! :) Page 8 12,14,18,22,30,34,39,44,48,55
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