Metric and Imperial Conversions
Length – Area – Capacity & Volume – Weight – US measures – Temperature
Some useful conversion (imperial, metric), length, area, capacity, weight, US measures and temperture factors.
Length Area – Capacity & Volume – Weight – US measures – Temperature
1 centimetre (cm) 
= 10 millimetres (mm) 
= 0.3937 inches (in) 
1 decimetre (dm) 
= 10 cm 
= 3.937 inches 
1 metre (m) 
= 10 dm = 100 cm 
= 1.0936 yards (yds) 
1 kilometre (km) 
= 1000 m 
= 0.6214 miles (M) 
1 inch (in) 
= 2.54 cm 

1 foot (ft) 
=12 inch 
= 30.48 cm 
1 yd 
= 3 ft = 36 in 
= 0.9144 m 
1 mile 
=1760 yd 
= 1.6093 km 
Area Length – Capacity & Volume – Weight – US measures – Temperature
1 sq cm 
= 100 sq mm 
= 0.155 sq in 
1 sq metre 
= 10,000 sq cm 
= 1.196 sq yd 
1 sq km 
= 100 hectares (ha) 
= 0.3861 sq mile 
1 sq inch 
= 6.4516 sq cm 

1 sq yard 
= 9 sq ft 
= 0.8361 sq m 
1 sq mile 
= 640 acres 
= 2.59 sq km 
Capacity and volumes Length – Area – Weight – US measures – Temperature
1 cu centimetres (cc) 
= 0.0610 cu inch 

1 cu metre 
= 1000 cu decimetres 
= 1.3080 cu yds 
1 litre (l) 
= 1 cu dm = 1000 cc 
= 0.2200 imperial gallons (gal) 
1 hectolitre (hl) 
= 100 l 
= 21.997 gal 
1 cu inch 
= 16.387 cc 

1 cu ft 
= 6.23 gall = 49.86 pt 
= 28.33 l 
1 cu yard 
= 27 cu ft 
= 0.7646 cu m 
1 imperial pint (pt) 
= 20 fluid ounces (fl oz) 
= 0.5683 l 
1 gall 
= 8 pt = 0.16 cu ft 
= 4.546 l 
Weight Length – Area – Capacity & Volume – US measures – Temperature
1 gram (g) 
= 1000 milligram (mg) 
= 0.0353 ounce (oz) 
1 kilogram (kg) 
= 1000 g 
= 2.2046 pounds (lb) 
1 tonne (t) 
= 1000 kg 
= 0.9842 ton 
1 ounce (oz) 
= 437.5 grains 
= 28.35 gram (g) 
1 pound (LB) 
= 16 oz 
= 0.4536 kg 
1 ton 
= 20 hundredweight (cwt) 
= 1.016 tonne 
US measures Length – Area – Capacity & Volume – Weight – Temperature
1 US dry pint 
= 33.6 cu in 
= 0.5506 l 
1 US liquid pint 
= 0.8327 imperial pint 
= 0.4732 l 
1 US gallon 
= 0.8327 imperial gallon 
= 3.785 l 
1 short cwt 
= 100 LB 
= 45.359 kg 
1 short ton 
= 2000 LB 
= 907.19 kg 
Temperature Length – Area – Capacity & Volume – Weight – US measures
Temperature conversion:
degree C 
degree F 
0 
32 
5 
41 
20 
68 
30 
86 
40 
104 
50 
122 
60 
140 
70 
158 
80 
176 
90 
194 
100 
212 
degrees C = 5/9 * (degrees F – 32)
degrees F =( 9/5 * degree C) + 32
MEASURING AND MARKING 

Basic measuring and marking require very little skill, but always double check your results. Sometimes it’s handy to have an assistant with you. 
Retractable rules can sometimes snap back quickly, so take care. When marking with a knife, keep your fingers away from the blade, and don’t apply excessive pressure. 
Accurate measuring and marking are the secrets to success for many projects around the home and garden. 
Measuring and marking out help you to work accurately, and are important in the costing of large jobs around the house and garden. 
Most products are now sold in metric quantities, but some are still in the imperial system. Always work in one system only – changing between the two is confusing and often inaccurate. Tapes and rules are usually marked in both systems of measurement. 
2 
– Planning the work 
If you are measuring a large area, such as a lawn or patio, have readycut pegs to hand for driving in at the important points. 

Working with an assistant helps with the measuring and also with checking calculations. 

When measuring for smaller projects, using timber, man made boards, plasterboard and other sheet materials, try to work on a clean surface in good light with all your tools close to hand. 

Always allow a margin for wastage and error when calculating materials. This is often better than having to re order or spoiling the job by skimping. 
3 
– Measuring large areas 
Where it is important to check the right angles, such as for the base of a shed or greenhouse, or for a formal design with block paving etc., measure the diagonals to ensure complete accuracy. When the diagonals are equal, your base is said to be square (1). 

The area of a large, irregular shape can be approximated by measuring square or rectangular areas within it and adding the measurements of these areas together. Make an allowance for the small, irregular areas left at the edges (2). 

To find the exact area of an irregular shape, first measure the outside with a flexible tape or piece of string, and call this the circumference. Then calculate as though you were dealing with a circle. 

Use the formula pr^{2} to calculate the area of a circle, where p=3.14 and r=radius of circle (the radius is the length of a straight line from the centre to the edge of the circle). 

Run a piece of string along irregular or curved edges if you need a quick linear measurement, for garden edging, for example. 
4 – Working with a straightedge 
Straightedges are used mostly to transfer measurements accurately across areas longer than the rule being used. Another use for them is to check that your material or surface is flat. Straightedges are long metal rules that may be calibrated or plain. 
The best way to check that a straightedge is accurate is to hold it by one end and look down it. Any curve is obvious. 
A straightedge can also be used to cut against with a craft 
knife, such as when cutting paper, leather, cardboard or plasterboard.
5 
– Marking out 
Measurements can be marked in various ways, depending on how accurate they need to be. A felttipped pen is easily read, and can be used where accuracy is not too critical. A carpenter’s pencil is also ideal for easytoread measurements. 

An ordinary hard lead pencil with a wellsharpened point is fairly accurate for most marking jobs, and it is quite easily rubbed out when required. 

For very fine work to be cut, use a marking knife or a craft knife. These not only mark but sever the fibres very slightly to enable further cutting to be very exact (3). The severed fibres leave a whiskerfree cut edge. Marking knives have the advantage of leaving no messy marks at all on the surface of the material. 
– Marking with a bench rule
Bench rules come as either rigid or flexible. The flexible ones are handy for measuring curved surfaces, although very tight curves should be measured with a tape.
Steel rules are very useful, but they do have a tendency to slip on smooth surfaces. Hold the rule down well, with your fingers spread wide along the rule (4).
advice.
Using a rigid rule held on edge, with your fingers against the edge of the material being cut, is a quick way to step off the width (5).
Where possible, always measure from a clean, prepared edge. ‘Measure twice, cut once’ is good
– Dividing into equal parts
The simplest way to divide the work equally is to hold your rule diagonally across the surface and decide how many divisions you want to make. Be sure that the end of the rule is level with the edge of the material and the divisions will fall equal automatically. This is very handy for marking out dovetails and other joints (6).
8 
– Using squares 

Squares are used to produce a line at rightangles to an edge and to transfer one measurement to the opposite side of the material or perhaps all the way round. In this way, they save having to measure each face. They must always be used against a flat, planed edge. 

The most basic square is the try square. Use a pencil or marking knife to mark your line against the steel edge (7). 
The try square is also used to check that faces are at 90 degrees to each other. The stock of the square is laid flat against one face of the work and a check is made visually to see if light appears under the steel edge (8). If it does, more planing is necessary on the opposite side to the light, to square up the work. The try square is also used to check internal and external angles of assemblies.
A combination square has several uses. Most can be used as either internal or external try squares, mitre squares, depth gauges, straightedges and steel rules. They are usually fitted with a small spirit level. They are also very useful for marking parallel lines (9).
– Sliding bevel
The sliding bevel is a specialised type of square, which is infinitely adjustable and which is used for marking and transferring preset angles. This is useful for setting out angles for corner cupboards, steps, dovetails and multisided picture frames. It is usually set either from an existing angle or by using a protractor (10). 

When using the sliding bevel it is essential to ensure that 

the stock of the tool is held firmly against the edge throughout (11). Tighten sliding bevels well, and occasionally check that they haven’t moved in use. 
 – Marking/mortise gauge
These two gauges are often combined in one tool although
t 
hey can be purchased separately. Each gauge consists of a 
stock blockwhich slides along a bar. The marking is done with a sharp steel point for a single line, or a pair of adjustable points to mark out a mortise. The stock of the tool is held against a flat square face and the tool pushed along the work away from the user, allowing the steel point(s) to score the wood. 

When adjusting the gauge to the width of the mortise you 

need, set the points directly from the width of your chisel (12). 