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Whether on a ruler or anywhere else, it is still 1.35 inches.
No ruler is graduated with at that level of detail. A tenth of an inch is typical. So you want a point halfway between 1.3 inches and 1.4 inches. Alternatively, you can draw a line of 1.35*2 = 2.7 inches (the ruler will measure that) and then bisect it.
What else can I help you with?
What is 135 inches in feet and inches?
It is: 135/12 = 11 feet and 3 inches
What is the ninth mark on a ruler?
the 9th mark on a ruler in inches is 9/16 inches for centimeters its 9/10 cm.
How much is 2.25 inches on a ruler?
It is 2.25 inches - whether on a ruler or on a measuring tape or whatever.
How many cm in 1 ruler?
1 ruler (12 inches) is 30.48cm
Where is two thirds on a ruler?
On a 12 inch ruler, the 1/3 point would be 12/3, or at 4 inches.
What is 135 inches in feet and inches?
It is: 135/12 = 11 feet and 3 inches
How tall is 135 centimeters in inches?
135 centimeters = 53.1496063 inches
135 centimetres is how many inches?
135 cm = 53.1 inches.
How many feet and inches are in 135 feet?
135 feet - or 1620 inches !
How many feet are there in 135 inches?
There are 12 inches in one foot. Therefore, 135 inches is equal to 135/12 = 11.25 feet or 11 feet 3 inches.
where is .71 inches on the ruler?
Where is 0.71 inches on the ruler
How many yards are 135 inches?
One yard contains 36 inches. Therefore to convert inches to yards, value in inches has to be divided by amount of inches in one yard: 135 inches = 135 / 36 = 3.75 yards
How many inches are in 13.5 yards?
135 inches = 3.75 yards
How many square feet are in 135 inches?
135 square inches is 0.9375 square foot.
How tall is 135 cm in inches?
135 centimeters = about 53.1 inches. (53.1496063 inches).Algebraic Steps / Dimensional Analysis Formula 135 cm*1 in2.54 cm=53.1496063 in
What is 3.166667 inches on a ruler?
3.166667 inches is 3.166667 inches, whether on a ruler or anywhere else.
What is 135 cm by 183 cm in inches?
(135 cm) x 183 cm = 24,705 cm^224,705 (cm^2) = 3 829.28266 inches^2 (135 cm) x 183 cm = 3,829.28266 inches^2
