Give the difference in mass and weight find mass and weight of the body on the moon if weight on earth is 520kg.

An object has 90kg as its mass. Calculating the weight is W=M*gravity. 90 * 9.8=882N.

That is the weight on Earth.

Explanation: the mass on Earth is the same as mass on the Moon. Mass doesn't change. To calculate the weight on Moon. 882/9.8*1.622 = 145.98N. it simply means that to calculate weight on the moon, the formula is weight on Earth/9.8 multiply by 1.622 . Because the weight of an object in moon is 1/6th that on earth

1/6*30

=5 kg

Explanation:

answer:

mass of earth is 18848928648937

answer:

Weight on earth =20N

weight =mass*gravity

20n=mass*10

mass =2

Mass is equal everywhere , so mass on earth or moon =2

mass=2

gravity on moon=1.6

weight = mass*gravity

weight on moon =2*1.6

answer is =3.2N

Explanation:

his mass will same on moon as earth but his weight will be 1/6of on earth

Explanation:

weight of man on Earth = 60kg

since, weight of any object on earth= 1/6of the object on moon.

so,

weight of a man on the moon= (1/6*60)kg

=10kg.

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mass can be measured by weighing scale or it will be provided in question

weight=mass×g

mass is constant everywhere

mass is not change.

mass is constant term it dosent changes when the medium changes . but weight is variable term that changes acoording to the given medium . thus 10 kg is mass on earth so it will remain same on moon also . but weight is a quantity

w=mg .. thus w=10 + the gravitational force acting on it on moon

answer:

distance is the longest path travelled by an object.

displacement is the shortest distance travelled by an object.

in the given triangle abc,

ac = 3 cm (let)

bc = 4 cm(let).

therefore,

total distance = ac + bc = 3+4 = 7 cm.

displacement : -

by pythagoras theorem,

ab^2 = ac^2 + bc^2 .

ab^2 = 4^2 + 3^2

ab^2 = 16+9=25.

ab = 5 cm.

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