Exam 2: Numeration Systems

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Define your unit and sketch base blocks to represent 32.67eight.

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0.24seven 0.24 _ { \text {seven } } - 0.15 \underline{0.15} seven\text {seven}

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287ten = _____four.

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Do the "translations" in parts A-D. Show your work. A) 3102 five 3102 _ {\text { five }} == \underline{\quad\quad} ten B) 310.2five =310.2 _ { \text {five } } = \underline{\quad\quad} ten C) 203.6ten = _____five D) (base-six pieces with small block as the unit)  Do the translations in parts A-D. Show your work. A)  3102 _ {\text { five }}    =   \underline{\quad\quad} ten B)  310.2 _ { \text {five } } =   \underline{\quad\quad} ten   C) 203.6<sub>ten</sub> = _____<sub>five</sub> D) (base-six pieces with small block as the unit)

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The best coins to use in thinking about the first three whole-number place values in base ten would be the penny, the dime, and the half-dollar.

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45 has 4500 hundredths in it.

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If you are counting in base five, what would be the next six numerals AFTER 2314five?

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Determine the possible value(s) for base b: 321b - 43b

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A teacher challenged her class to find out how many ways the number 345.23 could be thought about. Macy said 345.23 could be thought of as 340 ones and 52.3 tenths. Is Macy correct or incorrect? Explain how you know.

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Write out 32004m in the algebraic form of the last item.

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For whole numbers, any two-digit numeral in base five represents a smaller number than the same two-digit numeral in base twenty.

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A soap factory packs 100 bars of soap in each box for shipment. If the factory makes 15,287 bars of soap, how many full boxes will they have for shipment? Explain.

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6236 \frac { 2 } { 3 } in base ten = _____ in base three.

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2.31four = _____ as a mixed number in base ten.

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24 +

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If 10000ten + 10b = 10023ten, what is base b?

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Consider: x = 74213sixteen and y = 74213fourteen. Which is GREATER, x or y (or are they equal)? Explain.

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What is the base-ten fraction representation for 1.21four?

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In base five, 32ten would be written:

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You are living and working on a planet that uses only base five. How many $5 bills can you get for $1234.20five? Write your answer in base five because you are living on the planet. Write enough (numbers, words, etc.) to make your thinking clear.

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