Question

english/metric measurement (in inches, centimeters, & millimeters)
ready for snow? easy grade right?
measure each of the items below. give the answer in inches first, centimeters second, and millimeters last. youve done this before so you should be proficient by now.

1. ____________ = _inches (in.), _centimeters (cm), _millimeters (mm)
2. ____________ = _inches (in.), _centimeters (cm), _millimeters (mm)
3. ____________ = _inches (in.), _centimeters (cm), _millimeters (mm)
4. ____________ = _inches (in.), _centimeters (cm), _millimeters (mm)
5. ____________ = _inches (in.), _centimeters (cm), _millimeters (mm)
6. ____________ = _inches (in.), _centimeters (cm), _millimeters (mm)
7. ____________ = _inches (in.), _centimeters (cm), _millimeters (mm)
8. ____________ = _inches (in.), _centimeters (cm), _millimeters (mm)
9. ___________ = _inches (in.), _centimeters (cm), _millimeters (mm)
10. ___________ = _inches (in.), _centimeters (cm), _millimeters (mm)
11. ___________ = _inches (in.), _centimeters (cm), _millimeters (mm)
12. ___________ = _inches (in.), _centimeters (cm), _millimeters (mm)
13. ___________ = _inches (in.), _centimeters (cm), _millimeters (mm)
14. ___________ = _inches (in.), _centimeters (cm), _millimeters (mm)
15. ___________ = _inches (in.), _centimeters (cm), _millimeters (mm)
16. ___________ = _inches (in.), _centimeters (cm), _millimeters (mm)
17. ___________ = _inches (in.), _centimeters (cm), _millimeters (mm)
18. ___________ = _inches (in.), _centimeters (cm), _millimeters (mm)
19. ___________ = _inches (in.), _centimeters (cm), _millimeters (mm)

Explanation:

To solve this measurement conversion problem, we need to recall the conversion factors between inches, centimeters, and millimeters. The key conversion factors are:

• \( 1 \) inch \( = 2.54 \) centimeters (exact conversion)
• \( 1 \) centimeter \( = 10 \) millimeters, so \( 1 \) inch \( = 25.4 \) millimeters.

Step 1: Measure the object (assuming a sample object, e.g., a pencil)

Suppose we measure a pencil and find its length in inches first. Let’s say the pencil is \( 5 \) inches long.

Step 2: Convert inches to centimeters

Using \( 1 \) inch \( = 2.54 \) cm:
\( 5 \text{ in} \times 2.54 \frac{\text{cm}}{\text{in}} = 12.7 \text{ cm} \)

Step 3: Convert centimeters to millimeters

Using \( 1 \) cm \( = 10 \) mm:
\( 12.7 \text{ cm} \times 10 \frac{\text{mm}}{\text{cm}} = 127 \text{ mm} \)

Example Filling for a Row (e.g., Row 1):

• First blank (object): Pencil
• Inches: \( 5 \)
• Centimeters: \( 12.7 \)
• Millimeters: \( 127 \)

General Process for Any Object:

1. Measure in inches: Use a ruler to find the length in inches (e.g., \( L_{\text{in}} \)).
2. Convert to centimeters: \( L_{\text{cm}} = L_{\text{in}} \times 2.54 \).
3. Convert to millimeters: \( L_{\text{mm}} = L_{\text{cm}} \times 10 \) (or \( L_{\text{mm}} = L_{\text{in}} \times 25.4 \)).

For example, if an object is \( 3 \) inches:

• Centimeters: \( 3 \times 2.54 = 7.62 \) cm
• Millimeters: \( 7.62 \times 10 = 76.2 \) mm

Final Answer (for a sample row):

For a pencil (Row 1):
\(\boldsymbol{\text{Pencil}} = \boldsymbol{5}\) inches (in.), \(\boldsymbol{12.7}\) centimeters (cm), \(\boldsymbol{127}\) millimeters (mm)

(Note: Replace the object and measurements with the actual object you are measuring. Repeat this process for each row with the corresponding object.)

Answer:

To solve this measurement conversion problem, we need to recall the conversion factors between inches, centimeters, and millimeters. The key conversion factors are:

• \( 1 \) inch \( = 2.54 \) centimeters (exact conversion)
• \( 1 \) centimeter \( = 10 \) millimeters, so \( 1 \) inch \( = 25.4 \) millimeters.

Step 1: Measure the object (assuming a sample object, e.g., a pencil)

Suppose we measure a pencil and find its length in inches first. Let’s say the pencil is \( 5 \) inches long.

Step 2: Convert inches to centimeters

Using \( 1 \) inch \( = 2.54 \) cm:
\( 5 \text{ in} \times 2.54 \frac{\text{cm}}{\text{in}} = 12.7 \text{ cm} \)

Step 3: Convert centimeters to millimeters

Using \( 1 \) cm \( = 10 \) mm:
\( 12.7 \text{ cm} \times 10 \frac{\text{mm}}{\text{cm}} = 127 \text{ mm} \)

Example Filling for a Row (e.g., Row 1):

• First blank (object): Pencil
• Inches: \( 5 \)
• Centimeters: \( 12.7 \)
• Millimeters: \( 127 \)

General Process for Any Object:

1. Measure in inches: Use a ruler to find the length in inches (e.g., \( L_{\text{in}} \)).
2. Convert to centimeters: \( L_{\text{cm}} = L_{\text{in}} \times 2.54 \).
3. Convert to millimeters: \( L_{\text{mm}} = L_{\text{cm}} \times 10 \) (or \( L_{\text{mm}} = L_{\text{in}} \times 25.4 \)).

For example, if an object is \( 3 \) inches:

• Centimeters: \( 3 \times 2.54 = 7.62 \) cm
• Millimeters: \( 7.62 \times 10 = 76.2 \) mm

Final Answer (for a sample row):

For a pencil (Row 1):
\(\boldsymbol{\text{Pencil}} = \boldsymbol{5}\) inches (in.), \(\boldsymbol{12.7}\) centimeters (cm), \(\boldsymbol{127}\) millimeters (mm)

(Note: Replace the object and measurements with the actual object you are measuring. Repeat this process for each row with the corresponding object.)