Physics
Grade-9
Easy
Question
Find the odd one out.
Hint:
Oil is a non-renewable form of natural gas.
The correct answer is: ![](data:image/png;base64,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)
The oil is the odd one out of the given images.
- Biomass, solar, wave, and oil are different energy forms.
- Biomass, solar, and waves are renewable resources.
- Oil represents a non-renewable form of natural gas.
Related Questions to study
Chemistry
Which of the following is the most reactive group of non-metals?
Which of the following is the most reactive group of non-metals?
ChemistryGrade-9
Chemistry
They float due to the helium's inert properties.
They float due to the helium's inert properties.
ChemistryGrade-9
Chemistry
Which family contains the least reactive elements?
Which family contains the least reactive elements?
ChemistryGrade-9
Chemistry
Noble Gases are inert because
Noble Gases are inert because
ChemistryGrade-9
Chemistry
Which of the following is a member of the 18th group?
Which of the following is a member of the 18th group?
ChemistryGrade-9
Chemistry
Which of the following elements is an example of Halogen?
Which of the following elements is an example of Halogen?
ChemistryGrade-9
Chemistry
An element with 1s2 configuration belongs to:
An element with 1s2 configuration belongs to:
ChemistryGrade-9
Chemistry
Which chemical family has reactive diatomic molecules among its members?
Which chemical family has reactive diatomic molecules among its members?
ChemistryGrade-9
Chemistry
Elements that form salts by combining with metals are ____.
Elements that form salts by combining with metals are ____.
ChemistryGrade-9
Chemistry
What is the true cause of the increased reactivity of halogens?
What is the true cause of the increased reactivity of halogens?
ChemistryGrade-9
Chemistry
How many elements are in the Noble Gas family are man-made?
How many elements are in the Noble Gas family are man-made?
ChemistryGrade-9
Chemistry
Which among the following list of elemental solids is sublimable?
Camphor, naphthalene shows sublimation.
Which among the following list of elemental solids is sublimable?
ChemistryGrade-9
Camphor, naphthalene shows sublimation.
Chemistry
Which element is found in group 17 and is the most reactive non-metal?
Which element is found in group 17 and is the most reactive non-metal?
ChemistryGrade-9
Chemistry
Which group of elements have full energy levels and are considered stable?
Which group of elements have full energy levels and are considered stable?
ChemistryGrade-9
Chemistry
Group 18 members are also called as:
Group 18 members are also called as:
ChemistryGrade-9