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Rational numbers â numbers of the form a/b, a and b integers with b ? 0
Real numbers â the set consisting of all the rational and irrational numbers
Absolute value - |a| is the size, or magnitude, of a. |a| = a if a ? 0; |a|=-a if a < 0
Product rule â for all positive integers m and n and every real number a, am · an=
am +n
Zero exponent â for any nonzero real number a, a0=1
Quotient rule â for all integers m and n every nonzero real number a, am / an = am - n
Radical sign â the nth root of a is written n va (the principal root if there are two roots)
Scientific notation â numbers in the form of ±a X 10 n where 1 ? a < 10 and n is an integer...
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Rational numbers â numbers of the form a/b, a and b integers with b ? 0
Real numbers â the set consisting of all the rational and irrational numbers
Absolute value - |a| is the size, or magnitude, of a. |a| = a if a ? 0; |a|=-a if a < 0
Product rule â for all positive integers m and n and every real number a, am · an=
am +n
Zero exponent â for any nonzero real number a, a0=1
Quotient rule â for all integers m and n every nonzero real number a, am / an = am - n
Radical sign â the nth root of a is written n va (the principal root if there are two roots)
Scientific notation â numbers in the form of ±a X 10 n where 1 ? a < 10 and n is an integer...
Essay fragment
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