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Week2.3-TapeMeasureScaleReading.pdf

CMGT 2300-4320

Architectural Planning & Design Management

Reading Measuring Tools and Using Scales

Fractional Rule

• Major divisions:

– Feet

– Inches

– Fractions:

– 1/2 = 2 per inch

– 1/4 = 4 per inch

– 1/8 = 8 per inch

– 1/16 = 16 per inch (usually the smallest

division needed)

Fractional Rule (Cont.)

inch mark

(6")

½" mark

(8½")

¼" mark

(11¼") ⅛" mark

(7⅞")

1/16" mark

(101/16")

foot mark

(12" or 1')

• Take 5 minutes to complete the measurements in

Activity 3-1 in the textbook.

Reading a Fractional Rule

Drawing Scale

• Construction projects drawn to a reduced scale

• Common scale types used:

• Architect’s Scale – 1/4 = 1-0

– Every 1/4" on a drawing equals 1 foot of actual

length on the project

– 1/8 = 1 -0 or 1 = 1 -0

• Engineer’s Scale – A 10 scale means that every 1 on a drawing equals

10 in reality

• Metric Scale – 1:50 scale

Scale Relationship

Architect’s Scale

Architect’s Scale (Cont.)

• Identify the smallest tick marks

2

1/2 1

1/8

Architect’s Scale (Cont.)

• Identify the smallest tick marks

1/4 1/2

1 2

Reading an Architect’s Scale

1 = 2

1 = 4 2 = 2

2 = 16

Reading an Architect’s Scale (Cont.)

2-4

20-6

Reading an Architect’s Scale (Cont.)

2-8 1/2

• Take 5 minutes to complete the scale

measurements in Activity 3-3 in the textbook.

Reading an Architect’s Scale

Engineer’s Scale

• Scales:

– 1 = 10 (may also be 100, 1000, etc.)

– 1 = 20

– 1 = 30

– 1 = 40

– 1 = 50

– 1 = 60

Reading an Engineer’s Scale

1 = 50

Reading a Metric Scale

10 m

2 m

How to Scale a Line

• The scale is 1 1/2 = 1

– Line up the closest foot mark that still allows the line

to trail into the fractional foot area

2-10

210

How to Scale a Line (Cont.)

• Scale is 1/2 = 1

8-6

8 6

Finding Dimensions

• Find the missing dimension

• Solution:

5-6 + 3-1 = 8-7

24-3 = 23-15  8-7 = 15-8

24-3

3-15-6

• Take 10 minutes to find the missing dimensions in

Activity 3-4 in the textbook.

Finding Dimensions (Cont.)

• Take 30 to 40 minutes to complete

• Activity 3-5 in the textbook.

Activity 3-5