weight is equal to mass times gravity. on earth gravity is 10 N/kg, however in space it is less.
so for example if your mass is 60 kg then your weight on earth would be 600 N.
you just times your mass by the gravity to find out what your weight is!
so in space weight reduces because gravity isn't as strong as it is here.
the weight reduces due to change in gravity but mass remains constant
Spongy bone
It is used in weight loss supplements or as a weight loss supplement. It has also been shown that it reduces fat mass, increases muscle mass, and reduces fatigue, which can all help with weight loss.
Yes, it helps a lot in reducing weight.
It reduces to one sixth of it's earth weight.
The amount of space a human needs to live comfortably can vary, but generally, a person needs about 200-400 square feet of living space for basic needs such as sleeping, eating, and personal hygiene. However, factors like individual preferences and lifestyle can influence the amount of space needed.
weight of the person in space is zero because there is no gravity
Using vacuum bags reduces weight when packing for a trip by compressing the contents and removing excess air, which decreases the overall volume and bulkiness of the items. This allows for more efficient use of space in luggage, ultimately reducing the weight of the packed items.
Aerocon bricks are light weight bricks, the bricks are casted leaving the pores in the brick, which reduces the unit weight of brick, which inturn reduces the weight coming on the structure.- K @ $ !civil engineering - GITAM UNIVERSITY
Buoyant force reduces the weight of the body
Stomach surgery that reduces weight has gotten safer as new techniques have developed. However, there are some complications that can occur such as infection and gastric dumping syndrome.
To calculate weight in space, you would use the formula: Weight in space = Weight on Earth x (gravitational pull of space / gravitational pull of Earth). Since gravitational pull in space is typically much lower than on Earth (about 0.17 times that of Earth), your weight in space would be significantly less. Keep in mind this calculation assumes a constant gravitational pull throughout the region of space you are in.