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Andrew
Lv 4
Andrew asked in Science & MathematicsMathematics · 1 decade ago

When will I need to use coordinate geometry?

I've never used it for useful purposes, so where can it help me?

Update:

Passing exams, tests and the like does not count as useful.

4 Answers

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  • 1 decade ago
    Favorite Answer

    actually the coordinate geometry is the one we generally use in any field rather than geometry ( we calculate using geometry tools).

    > you will come to know from your 12 th standard. that the serious part of physics is all defined with coordinate geometry.

    > if you want to draw a exact structure of a big machine ( with similar dimensions) on the paper.

    then using coordinate geometry is very easy

    > all 3-D figures can be understood by coordinate geometry.

    and many more uses

  • Anonymous
    1 decade ago

    Geometry is found everywhere: in art, architecture, engineering, robotics, land surveys, astronomy,sculptures, space, nature, sports, machines, cars and much more.

    Geometry is linked to many other topics in math, specifically measurement -architects, engineers, physicists and land surveyors.

    http://math.about.com/od/geometry/a/whygeom.htm

  • ?
    Lv 4
    5 years ago

    o.ok. i'm going to offer you "some" help, yet you're able to do the artwork your self. a million. you have a quadrilateral with specific vertices. you prefer to tutor it truly is an isosceles trapazoid. What do you understand approximately an isosceles trapazoid??? properly, you understand that: a million. the bases are parallel 2. the aspects are equivalent 3. the "base" is longer than the "good" What do you're able to artwork with?? in effortless terms the co-ordinate factors. properly, it 'pears to ME for you to use the gap formula to discover the size of the aspects and tutor that they are equivalent. you may then discover the slope of the backside and good to tutor they're parallel. then you definately'll discover the size of the backside and good to tutor they're UNEQUAL and for this reason you have no longer have been given a parallelogram. undertaking #2. What are the features of a sq.. properly, if I bear in mind properly, it truly is 4 aspects equivalent and one real perspective. for this reason, you need to use the gap formula to tutor each and all the aspects are equivalent. THEN, you need to use the gap formula to tutor one diagonal is the sum of the squares of two aspects, for this reason proving the blanketed perspective is a real perspective. do no longer make those issues extra solid than it truly is. constantly, tony

  • ?
    Lv 6
    1 decade ago

    you can use it to pass your next geometry exam.

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