# 1) When using the numerical meaning of a metric prefix (i.e. milli = 0.001) in relating the prefixed unit (mL) to the base unit (L), always put the number “1” with the Question 1 options: base unit (i

1) When using the numerical meaning of a metric prefix (i.e. milli = 0.001) in relating the prefixed unit (mL) to the base unit (L), always put the number “1” with the Question 1 options: base unit (i.e. 1 L = 0.001 mL) prefixed unit (i.e. 1 mL = 0.001 L)

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1) When using the numerical meaning of a metric prefix (i.e. milli = 0.001) in relating the prefixed unit (mL) to the base unit (L), always put the number “1” with the Question 1 options: base unit (i
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2) Using the number “1” and the following numbers associated with the prefixed metric units, write the relationship between the base unit and prefix unit. micro (μ) = 0.000001, deca (da) = 10, mega (M) = 1,000,000 Fill in the relationships between the following units: m = dam

3) Using the number “1” and the following numbers associated with the prefixed metric units, write the relationship between the base unit and prefix unit. milli (m) = 0.001, deca (da) = 10, mega (M) = 1,000,000 Fill in the relationships between the following units: (use commas for numbers greater than 1,000 (i.e 1,000,000)) ML = L

4) Using the number “1” and the following numbers associated with the prefixed metric units, write the relationship between the base unit and prefix unit.

micro (μ) = 0.000001, deca (da) = 10, mega (M) = 1,000,000

Fill in the relationships between the following units:

s =

μs

:

5) Using the number “1” and the following numbers associated with the prefixed metric units, write the relationship between the base unit and prefix unit.

micro (μ) = 0.000001, hecto (h) = 100, giga (G) = 1,000,000

Fill in the relationships between the following units:

hm =

m

6) Using the number “1” and the following numbers associated with the prefixed metric units, write the relationship between the base unit and prefix unit.

micro (μ) = 0.000001, hecto (h) = 100, giga (G) = 1,000,000,000

Fill in the relationships between the following units: (use commas for numbers greater than 1,000 (i.e 1,000,000))

L =

GL

7) When writing a conversion factor from a two dimensional number (i.e. 7.2 g/mL) always put the number “1” with the

Question 7 options:

first unit or numerator in the two dimensional number (i.e 1 g = 7.2 mL)

second unit or denominator in the two dimensional number (i.e. 7.2 g = 1 mL)

8) From the following two dimensional number, write the conversion factor between the two dimensional units.

4.9 g/mL

mL =

g

9) From the following two dimensional number, write the conversion factor between the two dimensional units.

65 miles/hour

miles =

hour

10) From the following two dimensional number, write the conversion factor between the two dimensional units.

1.5 mg/min

min =

mg

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