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UNIT 1C

UNIT 1C. Metrics and Number Patterns. Converting Units: Metric System. K ing H enry Died Unexpectedly D rinking C hocolate M ilk. centi -. milli-. deci -. deka- or deca-. base or unit. kilo-.

sydney-payne
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UNIT 1C

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  1. UNIT 1C Metrics and Number Patterns

  2. Converting Units: Metric System King Henry Died UnexpectedlyDrinking Chocolate Milk centi- milli- deci- deka- or deca- base or unit kilo- hecto- Step One: Start with the decimal at the ­­­­­­­­­­­­­­­_________________________________ Step Two: Count ________________________________to get to the new unit you want. Step Three: Move the decimal in the first measurement the same number of ________ and in the same ___________________to have your new number.

  3. Copy and complete: 1.. 0.75 L = _______________ mL 2.. 1540 mm = ___________ cm 3.. 3528 mm =__________ cm 4.. 45,250 g = ___________ kg 5.. 840,000 mg = ___________ g Order measurements least to greatest. 15L 1.5mL 1.5kL 1500mL 0.15kl COMPARE: Copy and complete: 6.. 6.9 m ______ 70 cm 7.. 9.6 L _______ 9600 mL

  4.   _____________________ isa set of numbers in a ________________________ order. Each number in the sequence is called a _____________________of that sequence. _______________________ Sequence … is a sequence in which every term after the first term is obtained by adding a fixed number. Examples: 5, 10, 15, 20, 25, … describe the rule: _____________________ 2, 5, 8, 11, 14, … describe the rule: _____________________ 3, 11, 19, 27, 35, … describe the rule: _____________________ General Strategy To find the next term in a sequence, ____________________ the terms you do have to find a pattern. Some patterns are not arithmetic sequences. The number you add to each term is not constant, but there is a pattern to the number that is added to find the next term. Examples: 2, 3, 5, 8, 12,… (add 1, then add 2, add 3 and so on) 1, 3, 7, 13, 21,… (add 2, then add 4, add 6 and so on)

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