
If you made a map of magnetic field lines at Melbourne in Australia, then the magnetic field lines seem to be:
(A) go into the ground
(B) come out of the ground
(C) maintain a spiral path on the surface of earth
(D) move on helical path above the surface of ground
Answer
216.6k+ views
Hint: If we make a map of Earth’s magnetic field it will help us to study about the outer core of the earth. And for making the map we used to measure the declination that is the angle between magnetic north and the true north.
Complete step by step solution:
For making the map we need a GPS to know the true north. First of all, have a line of constant longitude. Then put two sticks on the line. And standing between the two sticks we would know about the true north. Again, standing at the same position the compass needle is used to measure the magnetic north. Then the angle between the magnetic north and true north is calculated. Then the declination is calculated.

Trying this in other locations of the earth’s surface the map of magnetic field lines can be found. The magnetic field of the lines are imaginary lines. The imaginary magnetic field lines are never met or cut or intersected with each other.
Melbourne in Australia is in the southern hemisphere of the earth. Therefore, the north pole of earth’s magnetic field lines lies there. Thus, the magnetic field lines seem to come out of the ground.
The answer is option B.
Note: The outer core of the earth is very hot and it became electrically conductive material. Thus, they will create the magnetic field lines. These magnetic field lines will behave differently in every part of Earth. The magnetic field lines travel from north pole to south pole.
Complete step by step solution:
For making the map we need a GPS to know the true north. First of all, have a line of constant longitude. Then put two sticks on the line. And standing between the two sticks we would know about the true north. Again, standing at the same position the compass needle is used to measure the magnetic north. Then the angle between the magnetic north and true north is calculated. Then the declination is calculated.

Trying this in other locations of the earth’s surface the map of magnetic field lines can be found. The magnetic field of the lines are imaginary lines. The imaginary magnetic field lines are never met or cut or intersected with each other.
Melbourne in Australia is in the southern hemisphere of the earth. Therefore, the north pole of earth’s magnetic field lines lies there. Thus, the magnetic field lines seem to come out of the ground.
The answer is option B.
Note: The outer core of the earth is very hot and it became electrically conductive material. Thus, they will create the magnetic field lines. These magnetic field lines will behave differently in every part of Earth. The magnetic field lines travel from north pole to south pole.
Recently Updated Pages
Wheatstone Bridge Explained: Working, Formula & Uses

Young’s Double Slit Experiment Derivation Explained

JEE Atomic Structure and Chemical Bonding important Concepts and Tips

JEE Amino Acids and Peptides Important Concepts and Tips for Exam Preparation

Electricity and Magnetism Explained: Key Concepts & Applications

Chemical Properties of Hydrogen - Important Concepts for JEE Exam Preparation

Trending doubts
JEE Main 2026: Application Form Open, Exam Dates, Syllabus, Eligibility & Question Papers

Derivation of Equation of Trajectory Explained for Students

Hybridisation in Chemistry – Concept, Types & Applications

Understanding the Angle of Deviation in a Prism

Understanding Collisions: Types and Examples for Students

How to Convert a Galvanometer into an Ammeter or Voltmeter

Other Pages
JEE Advanced Marks vs Ranks 2025: Understanding Category-wise Qualifying Marks and Previous Year Cut-offs

Ideal and Non-Ideal Solutions Explained for Class 12 Chemistry

Degree of Dissociation: Meaning, Formula, Calculation & Uses

Understanding Electromagnetic Waves and Their Importance

Understanding the Electric Field of a Uniformly Charged Ring

Understanding Average and RMS Value in Electrical Circuits

