On Geometry problem solving methods











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Till now, among all types of Geometry problem solving methods I have found these:.

1. Euclidean geometry (including trigonometry).

2. Analytical geometry (including all kinds of coordinates, rectangular, polar, oblique, trilinear).

3. Vectors.

4. Complex Numbers.

Now, some methods are more suitable than the others depending on the type of problem. How do I get a sense of which method is better for what type of problem?






geometry euclidean-geometry analytic-geometry problem-solving







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  • Provide an example of what it is you are looking for?
    – Prakhar Nagpal
    21 hours ago















up vote
0
down vote

favorite












Till now, among all types of Geometry problem solving methods I have found these:.

1. Euclidean geometry (including trigonometry).

2. Analytical geometry (including all kinds of coordinates, rectangular, polar, oblique, trilinear).

3. Vectors.

4. Complex Numbers.

Now, some methods are more suitable than the others depending on the type of problem. How do I get a sense of which method is better for what type of problem?






geometry euclidean-geometry analytic-geometry problem-solving







share|cite|improve this question






















  • Provide an example of what it is you are looking for?
    – Prakhar Nagpal
    21 hours ago













up vote
0
down vote

favorite









up vote
0
down vote

favorite











Till now, among all types of Geometry problem solving methods I have found these:.

1. Euclidean geometry (including trigonometry).

2. Analytical geometry (including all kinds of coordinates, rectangular, polar, oblique, trilinear).

3. Vectors.

4. Complex Numbers.

Now, some methods are more suitable than the others depending on the type of problem. How do I get a sense of which method is better for what type of problem?






geometry euclidean-geometry analytic-geometry problem-solving







share|cite|improve this question













Till now, among all types of Geometry problem solving methods I have found these:.

1. Euclidean geometry (including trigonometry).

2. Analytical geometry (including all kinds of coordinates, rectangular, polar, oblique, trilinear).

3. Vectors.

4. Complex Numbers.

Now, some methods are more suitable than the others depending on the type of problem. How do I get a sense of which method is better for what type of problem?






geometry euclidean-geometry analytic-geometry problem-solving




geometry euclidean-geometry analytic-geometry problem-solving






share|cite|improve this question













share|cite|improve this question











share|cite|improve this question




share|cite|improve this question










asked 21 hours ago









Shubhraneel Pal

31829




31829












  • Provide an example of what it is you are looking for?
    – Prakhar Nagpal
    21 hours ago


















  • Provide an example of what it is you are looking for?
    – Prakhar Nagpal
    21 hours ago
















Provide an example of what it is you are looking for?
– Prakhar Nagpal
21 hours ago




Provide an example of what it is you are looking for?
– Prakhar Nagpal
21 hours ago















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