Topics
Goods and Services Tax (G.S.T.)
Commercial Mathematics
Compound Interest
- Compound Interest as a Repeated Simple Interest Computation with a Growing Principal
- Use of Compound Interest in Computing Amount Over a Period of 2 Or 3-years
- Use of Formula
- Finding CI from the Relation CI = A – P
Banking
Algebra
Shares and Dividends
Geometry
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Linear Inequations
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Quadratic Equations
- Quadratic Equations
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- Nature of Roots of a Quadratic Equation
- Equations Reducible to Quadratic Equations
Statistics
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Co-ordinate Geometry
- Co-ordinate Geometry
- Advanced Concept of Reflection in Mathematics
- Invariant Points
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- Using Graph Paper for Reflection
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Loci
- Locus
- Points Equidistant from Two Given Points
- Points Equidistant from Two Intersecting Lines
- Summary of Important Results on Locus
- Important Points on Concurrency in a Triangle
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Trigonometrical Identities
Heights and Distances
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- Problems based on Elevation and Depression
Statistics : basic concepts, Mean, Median, Mode. Histograms and Ogive
Probability
Estimated time: 4 minutes
- Equation of a locus
Maharashtra State Board: Class 12
CISCE: Class 10
CISCE: Class 10
Definition: Locus
Locus is the path traced by a moving point, which moves so as to satisfy a certain given condition/conditions.
Maharashtra State Board: Class 12
Definition: Equation of Locus
The equation of the locus of a point is the algebraic relation which is satisfied by the coordinates of every point on the locus of the point.
Maharashtra State Board: Class 12
Key Points: Locus
- Step I: Take any point P(x, y) on the locus.
- Step II: Write down the geometrical condition of the locus.
- Step III: Convert the geometrical condition into an algebraic equation involving x and y.
- Step IV: Simplify the equation to get the required “equation of the locus”.
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