Volume? 0.
Smarties don't make noise
It takes 7 to 8 minutes to melt a smartie.
How many in 0.7l Tip : Ciroc Dimensions 41.4 x 12 x 10.8 cm The diameter of a Smartie is 1cm so so r = .005, and its height is 4mm
stroke volume =end diastolic volume - end of systalic volume. But how to measure these volume i don't know?
volume as in TV volume or volume as in books. Answer 2 Volume often just means 'amount' as in 'a large volume of sales'. Also, the volume of a container is a measure of how much 'stuff' it can hold. The volume of a room is length x width x height. The volume of a sphere is 4/3 x pi x radius^3
Calculate the volume of one sweet. Calculate the volume of the jar and then divide the volume of the jar by the volume of a sweet.
Smartie Mine was created on 1999-03-09.
It takes 7 to 8 minutes to melt a smartie.
A Smartie candy is typically about 1 centimeter (.4 inches) in diameter.
To estimate how many Smarties can fit in Wembley Stadium, we need to consider the stadium's volume and the size of a Smartie. Wembley Stadium has a volume of approximately 1.2 million cubic meters. A Smartie has a diameter of about 1.2 cm, which gives it a volume of roughly 0.57 cm³. Calculating with these figures, you could fit approximately 2.1 billion Smarties in Wembley Stadium, assuming perfect packing and no wasted space.
On average, one Smartie candy weighs about 1 gram.
To estimate how many Smarties it would take to fill the Earth, we first need to calculate the volume of the Earth, which is approximately 1 trillion cubic kilometers (or 1 x 10^12 km³). A single Smartie has a volume of about 0.5 cubic centimeters (or 0.0000005 km³). Dividing the Earth's volume by the volume of a Smartie gives an approximate total of around 2 x 10^21 Smarties needed to fill the Earth, assuming no gaps and complete packing.
it is a game
The cast of Smartie Pants - 2011 includes: Christian Kontaxis
answer:
a circle
On TV, smartie!!
The diameter of a Smartie is 1cm so so r = .005, and its height is 4mm. With negligibly concave ends, the volume of a smartie is pi (5E-3)^2*4E-3 = pi*1E-7 m^3. A 16 oz jar where 1 oz ~ 30 ml, 1 jar ~ 0.5 L = 10cm x 10cm x 4.8cm = 4.8E-4 m^3. Circles pack hexogonally into a square area with an optimal density 1/6 pi root 3 which is approx 0.9069. Figure a random packing is about 10% less than optimal, shaken and settled gives a density more like .82 of the volume. If this is a good assumption, then 0.82 * 4.8E-4 / pi*1E-7 = 1253 smarties / 16 oz jar.