Home
Class 7
PHYSICS
An empty bottle weighs 30 g. It weighs 5...

An empty bottle weighs 30 g. It weighs 54 g when filled with kerosene. If the volume of the bottle is 30 mL, find the density of kerosene in `g//cm^(3)` and in `kg//m^(3)`

Text Solution

AI Generated Solution

To find the density of kerosene, we will follow these steps: ### Step 1: Determine the weight of kerosene The weight of the empty bottle is given as 30 g, and the weight of the bottle when filled with kerosene is 54 g. To find the weight of kerosene, we subtract the weight of the empty bottle from the total weight: \[ \text{Weight of kerosene} = \text{Weight of filled bottle} - \text{Weight of empty bottle} ...
Promotional Banner

Topper's Solved these Questions

  • PHYSICAL QUANTITIES AND MEASUREMENT

    ICSE|Exercise TEST YOURSELF (TRUE OR FALSE)|9 Videos
  • PHYSICAL QUANTITIES AND MEASUREMENT

    ICSE|Exercise TEST YOURSELF (FILL IN THE BLANKS)|9 Videos
  • MOTION

    ICSE|Exercise TEST YOURSELF (NUMERICAL)|13 Videos
  • SOUND

    ICSE|Exercise EXERCISES (PICTURE STUDY)|4 Videos

Similar Questions

Explore conceptually related problems

An empty density bottle weighs 30 g, and 54 g when filled with kerosene. If the volume of the bottle is 30 ml, find the density of kerosene in (a) "g/cm"^3 (b) "kg/m"^3 .Also find its RD.

Density of an object is g//cm^(3) . Express it in kg//m^(3) .

A piece of iron has a volume of 25 cm^3 and mass 195 g. Find the density of iron in g cm^(-3)

A piece of iron has a volume of 25 cm^3 and mass 195 g. Find the density of iron in kg m^(-3)

Find the mass of 555cm^(3) of iron in kg when density of iron is 7.6 g//cm^(3) .

Calculate the volume of wood of mass 6000 kg, when density of wood is 0.8 g cm^(-3)

The density of gold is 19g//cm^(3) find the volume of 38 g

An empty beaker weighs 100 g. When filled with 60 ml of salt solution it weighs 172 g. What is the density of the salt solution?

A piece of brass of volume 30 cm^3 has a mass of 252 g. Find the density of brass in g cm^(-3)

A piece of brass of volume 30 cm^3 has a mass of 252 g. Find the density of brass in kg m^(-3)