If by that you mean knowing only the diagonal and the width, then by the formula a2+b2=c2, where a is the length, b the width and c the diagonal. To find the width b, you need to calculate sqrt(c2-a2). For example, the width of a rectangle with length 3 and diameter 5 is sqrt(52-32)=4
This question can be solved using pythagorus, assuming the screen is a rectangle and 15in is the measurement of the diagonal (hypotenuse) of the screen. a2 = c2 - b2 a2 = 152 - 122 a2 = 225 - 144 = 81 a = 9in
If it's rectangular, you need to multiply length x width, to get the area. If the sides are expressed in cm, the area will be in square cm.
An A2 piece of paper is 420 × 594 mm, which is 0.420 x 0.594 m.
You multiply [ Length x Width x Height ]. You get a volume of [ 12 x 2 x 3 = 72 cubic cm ]
A2 has double the area of A3, with a width equal to the length of A3 and a length equal to double the width of A3
A2 width means a double narrow. A is a regular narrow A2 is double narrow and A3 is triple narrow. These are also just referred to as A, double A or triple A.
If by that you mean knowing only the diagonal and the width, then by the formula a2+b2=c2, where a is the length, b the width and c the diagonal. To find the width b, you need to calculate sqrt(c2-a2). For example, the width of a rectangle with length 3 and diameter 5 is sqrt(52-32)=4
This question can be solved using pythagorus, assuming the screen is a rectangle and 15in is the measurement of the diagonal (hypotenuse) of the screen. a2 = c2 - b2 a2 = 152 - 122 a2 = 225 - 144 = 81 a = 9in
Volume of a cuboid = Length * Width * Height = 12cm * 2cm * 3cm = 72 cubic cm.
Do you really need cardboard? What can you use Instead of cardboard? Does it decompse? If so how long does it take to decompse?
no.. the formula is a2, where a = side ============= Yes, it is. But in the case of a square, the length is always the same as the width. So all you have to do is multiply the length of one side by itself.
Use some standard of cardboard wt. per square ft, as a box has six sides, you have (length x width + length x height + width x height) x 2 x lb/ sq ft or if in metric kg/ sq m. Get net weight by subtracting cardboard wt from box wt. One standard cardboard box wt. in US is 0.13 kg/ sq m. This number will vary in US and, may be quite different in other countries.
Cardboard takes about 2 weeks to decompose in the ocean.
If it's rectangular, you need to multiply length x width, to get the area. If the sides are expressed in cm, the area will be in square cm.
A2 86.7 km55 mins A2 and N74 98.5 km1 hour 24 m
An A2 piece of paper is 420 × 594 mm, which is 0.420 x 0.594 m.