50 g = 1.7637 oz
VolumeThere are different formulas for measuring volumes of different vessels or containers. For a cuboid the formula is length × width × height. This can be generalized for all volumes by multiplying the surface area of the base with the thickness or height, assuming the height of the object is of a uniform shape (i.e. a cylinder or rectangular prism).
When looking at varying values for length, breadth or height, you must separate the varying parts of the unit whose volume you wish to measure.
For example: a pool which has a shallow end and a deep end. To obtain the volume of the entire pool, you would have to calculate two volumes (one for the shallow end, with a small height, and one for the deep end, with a large height.) then add the two answers to obtain complete volume. Or, you could average the height for the entire pool based on average height as a ratio in terms of length. using that as a value of height, you could then forgo such issues of varying values.
Another method of measuring volume, especially with irregularly shaped objects is using "displacement." Fill a cubic container large enough in which to fit the object to be measured with water, measuring the height of the water line and calculating the volume. Sink the object under the water and take the water line measurement again.
The second measurement of volume minus the first measurement gives the volume of the object, assuming that the object is enclosed and non-absorbent.
- Circle = pi × radius2
- Annulus = pi × (outer radius2 - inner radius2)
- Trapezoid = (bottom base + top base) ÷ (2 × height)
- Triangle = (base × height) ÷ 2
- Cube = length × width × height
- Sphere = (4/3) × pi × radius3
- Cylinder = pi × radius2 × height
- Cone = pi × radius2 × length ÷ 3
- Torus (donut) = 2 × pi2 × (radius of cross-sectional circle center)2 × (torus radius (center to circle middle))
- Or if you want to measure water 1 gram = 1 milliliter = 1 centimeter3
- As an integral in calculus, the volume is the area of a thin slice integrated in a direction perpendicular to the face of the slice. The area must be expressed as a function of the position of the thin slice.
Note: length and width is the same as:
base × height
length × height
width × height
As the heart is on the left side, for humans and animals, running anticlockwise makes the centrifugal force in the body to act from left to right. Whereas it is from right to left for clockwise running. Superior venecava takes blood to the heart aided by heart suction. This vein carries blood from left to right. Centrifugal force due to anticlockwise running helps this suction. If we run clockwise, the centrifugal force impedes suction. That is why, in olden days, health officers ensured that all carnival merri-go-rounds were run only in the anti-clockwise direction. Racing tracks, animal shows in circuses, bullock-drawn pelt on wheels, all mostly have only left turns. Stairways in temple towers have only left turns for going up. Clockwise running tires people, especially children, easily. As we know that if we breathe from left nose hole, cool air will go inside and if we breathe from right nose hole, warm air will go inside. When we run on a circular track anticlockwise, we will breathe from right nose hole .Which will warm up our body and we can run more fast as when we start race, we first warm up our body and then start running.
It's meaning depicts a blessing and the dual nature of Jesus.
35 deg C = 95 deg F