Ruler, Fraction And Decimal Worksheet
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1Ruler, Fraction and Decimal Study Guide
5
3
"
2
"
16
8
1
2
3
4
5
6
On the ruler above, each fraction line are assigned colors to differentiate between the
measurement lines.
1/16th of an inch are the color red
,
1/8th of an inch are in
green,
1/4th of an inch are in blue
and 1/2ths of an inch and inch marks are in black .
While the colored marks are not shown on a ruler or scale, they are colored like this on
the study guide to help you.
5
6
3
Example =
" is a red line, while
2
" would be simplified to
2
" which is a green line
16
16
8
NOTE: MUST ALWAY SIMPLIFY a fractions to the lowest possible number.
CONVERT FRACTIONS TO DECIMALS AND DECIMALS TO FRACTIONS
Fraction and Decimals go hand in hand in Mechanical Drawing. You need to know the
decimal equivalent of a fraction. The easiest way to remember the value on fractions to
decimal s and vice versa is as follows:
1
1
1
1
1 = 1
= .5
= .25
= .125
= .0625
2
4
8
16
All of the numbers above are half of the number to the left of it.
Using these numbers with a little adding or subtracting, any fraction can be converted to a
decimal in your head.
5
1
1
5
Ex. =
" is a combination of
" (or .25) and
" (or .0625) which means
" is .3125
16
4
16
16
7
1
1
7
" is
"(or .0625) less than
" (or .5) which means that
" is .4375
16
16
2
16
13
1
1
1
" is a combination of
" (or .5) and
" (or .25) and
" (or .0625) which equals .8125
16
2
4
16
ADDING, SUBTRACTING, MULTIPLY AND DIVIDING FRACTIONS
When you are adding and/or subtracting fractions, the first thing that has to happen is the
denominator has to be the same number then you will add or subtract the top numbers.
1
1
1
4
1
2
7
Ex.
+
+
= ?? would change to
+
+
=
4
16
8
16
16
16
16
11
1
11
4
7
-
= ?? would change to
-
=
16
4
16
16
16
When you are multiplying two fractions together, the top two numbers are multiplied
together and the bottom two numbers are multiplied together. If one of the multiplied
numbers happens to be a whole number, then turn it into a fraction by putting it over 1.
3
1
3
3
3
4
12
1
Ex.
X
=
X 4 would become
X
=
which would be simplified to 1
4
2
8
8
8
1
8
2
When you are dividing two fractions, the easiest way is to flip the second fraction and then
multiple the two fractions. If one of the numbers being divide is a whole number, then turn it
into a fraction like you did when multiplying and then flip it.
3
1
3
2
6
1
Ex.
/
= ?? would go to
X
=
which would be simplified to 1
4
2
4
1
4
2
11
11
1
11
/ 4 = ?? would go to
X
=
16
16
4
64
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