Rational Numbers and Decimals 5.5
Natural Numbers Counting Numbers 1,2,3,4,5,6,7…
Whole Numbers 0+ Natural Numbers 0,1,2,3,4,5,6…
Integers Negative Numbers + Whole Numbers …-3, -2,-1, 0, 1, 2, 3…
Rational Numbers Integers + every number that can be written as a fraction -2, -3/2, -1, -0.4,0,1,1.25, 2….
Identify sets to which numbers belong -5 Integers, rational number 2/7 Rational number 4 Natural , whole , integer, rational number Whole, integer, rational number 8.5
Fraction to Decimal Divide the denominator into numerator Two types: Terminating : ends Repeating: never ends but keeps repeating
Turn into a decimal
Turn into a decimal
Decimal to Fraction 1 decimal place = put over 10 2 decimal places = put over 100 3 decimal places = put over 1,000 4 decimal places = put over 10,000 and so on… Then reduce!!!
Turn to a fraction 0.6
Turn to a fraction 0.45
To write a repeating decimal as a fraction Set n= decimal Multiply both sides of the equation by either (10,100,1,000, 10,000, …) depending on how many numbers repeat Subtract step 2 from step 1 Solve for n
Turn into a fraction
Turn into a Fraction
Turn into a Fraction
Homework Page 242 (26-31 all, 36-50 even, 59-62 all)