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What else can I help you with?
How much does a trap door cost?
To answer this question more information is needed. What dimensions, what material, where is it fitted, how secure must it be, etc.
How do you make Pythagoras theorem model?
First construct a right angle triangle with dimensions of: base = 3 units, height = 4 units and hypotenuse = 5 units Then construct 3 exterior squares on each of the sides with the given dimensions. Sub-divide these squares into smaller squares so that the base has 9, the height has 16 and the hypotenuse has 25 Pythagoras' theorem says: base2+height2 = hypotenuse2 Congratulations, your visual model proves that this is true.
How do you do Pythagoras theorem in 3d?
d2 = a2 + b2 + c2 a, b, and c are dimensional distances which are perpendicular (like x, y, and z coordinate system) and d is the distance between 2 points separated by those dimensions (or a diagonal line between the 2 points).
How many gin and tonics from 1 bottle of gin?
The number of gin and tonics you can make from one bottle of gin depends on the size of the bottle and the amount of gin used per drink. A standard bottle of gin is 750 ml, and a typical gin and tonic uses about 1.5 ounces (44 ml) of gin. This means you can make approximately 17 gin and tonics from one bottle, assuming you keep to that standard measurement. Adjustments can be made based on personal preference for stronger or lighter drinks.
In this triangle side a 24 units side b 10 units and side c 26 units. Is this a right triangle?
Yes because the given dimensions comply with Pythagoras; theorem for a right angle triangle.
What is US measure for 440 milliliter?
440 mL equates to about 14.88 US fluid ounces.
440 milliliters in pints?
there are 480 milliliters per pint (473 USP) one pint equals 480ml. 30ml per oz times the number of ozs
What are the dimensions in centimeters of a cube holding 125 mL of water?
125 mL = 125 cubic centimetres = (5 cm)3 So the dimensions are a cube of sides 5 cm.
How many ml in a small bottle?
Of course, depending on the dimensions of the bottle: a bottle with a volume of 5-100 mL is considered small.
How do you multiply a number in mL with a number in grams or cm3?
You can multiply the numbers as normal but what you need to be careful about is what happens in the dimensions. mL*gram will have dimensions [M][L3], where M represents mass and L represents length. The resulting dimensions are not ones that you come across often. mL*cm3 will have dimensions [L6] which is a volume in 6-dimensional space! Something even less likely to come across. However, if these are intermediate stages in calculations, the final dimensions may still make sense.
How manu ml in 180 grams?
This question cannot be answered sensibly. A millilitre (ml) is a measure of volume, with dimensions [L3]. A gram is a measure of mass, with dimensions [M]. Basic dimensional analysis teaches that you cannot convert between measures with different dimensions such as these without additional information. It takes only a little mental effort to compare a ml of air and a ml of water and come to the conclusion that the two will have very different masses.
What is the normal NG output range?
2 L per 24hrs
6.13 ml to grams?
This question cannot be answered sensibly. A millilitre is a measure of volume, with dimensions [L3]. A gram is a measure of mass, with dimensions [M]. Basic dimensional analysis teaches that you cannot convert between measures with different dimensions such as these without additional information. It takes only a little mental effort to compare a ml of air and a ml of lead to see that the two will have very different masses.
Cubic meters of 2000x440x800?
The volume of an object with the dimensions 2,000 meter, 440 meters, and 800 meters is 704,000,000 cubic meters.
What is the density of the motor oil if the motor oil with a mass of 440 g occupies 500 ml?
400/500=0.8g/cc
440 plus 440 plus 440 plus 440 plus 440 plus 440 equals?
440 + 440 + 440 + 440 + 440 + 440 = 2,640
How many ml is 1.7 g?
This question cannot be answered sensibly. A millilitre is a measure of volume, with dimensions [L3]. A gram is a measure of mass, with dimensions [M]. Basic dimensional analysis teaches that you cannot convert between measures with different dimensions such as these without additional information. It takes only a little mental effort to compare a ml of air and a ml of lead and come to the conclusion that the two will have very different masses.
