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Q: What decimal is represented by this expanded form 3x1000 plus 6x100 plus 1x10 plus 2x110 plus 1x11000?

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Expanded notation is when you write a number as its digits multiplied by their values, like this: 3451=(3x1000)+(4x100)+(5x10)+(1x1)

3,000

3861 =3000 + 800 + 60 + 13(1000) + 8(100) + 6(10) + 1(1)(3x1000) + (8x100) + (6x10) + (1x1)

There are 1000mg in 1 gram. 3x1000 = 3000

There are 1000mm in a metre. Therefore 3x1000 is 3000mm. 3000/100 is 30 times.

no because 1kg=1000 so 3x1000=3000 and 3000 is bigger than 2500

(4x10000000)+(0x1000000)+(0x100000)+(2x10000)+(3x1000)+(0x100)+(3x10)+(2x1)

3 liters. The smaller number is usually bigger. It is very odd.

Clouds vary in height above the Earth's surface from zero (called Fog) to "Noctilucent" clouds, about 50 miles above the surface. Common Cumulus clouds have their bottoms very roughly a mile above the surface. If you know the "dew point" from a weather forecast and there are clouds, you can usually estimate their height by multiplying one third of the difference between the surface temperature and the dew point by 1000 feet, so, for example, if the temperature is 72 degrees (F) and the dewpoint is 60 degrees, the clouds start to form at an altitude of (72-60)/3x1000 feet, or 4,000 feet. If there is a second layer of clouds above that, they are presumably ice clouds and their altitude is probably about (72-32)/3x1000 feet, or 13,000 feet.

If you are going to divide litres by a large amount (like 1,000) it would be helpful to first convert the figure into millilitres. There are 1,000 millilitres in a litre, and thus you can convert from litres to millilitres by multiplying by 1,000. In this case we have 3 litres, so would do 3x1000 = 3,000 millilitres. Divide this figure as stated in the question and you get 3 millilitres. Therefore 3 litres divided by 1,000 is 3 millilitres.

Assuming the pool has a depth that increases at a constant rate from the beginning to the end of the pool, we can create a model that consists of a rectangular prism of 8.2X4.2X1.09 meters and a wedge with a height of .66 meters at the far end, 0 meters at the shallow end, and a length and width equivalent to that of the rectangular prism. To solve, we find the total volume of the pool in meters cubed and convert to liters. Rectangular Prism: 8.2mX4.2mX1.09m=37.54m^3 Wedge: (.66mX8.2mX4.2m)/2=11.37m^3 Total volume (m^3) 37.54m^3+11.37m^3=48.91m^3 Total volume (l) 1m^3=1000 l 48.91m^3X1000=48,910 l The pool has a total volume of 48910 liters.

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