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The answer depends on the context.

· The standard form of a number looks like a*10b where 1≤a<10 and b is an integer.

· In analytical geometry the standard form of an equation of a straight line in n-dimensional space is

a1x1 + a2x2 + ... + anxn + c = 0

· In 2-dimensional space, that simplifies to

ax + by + c = 0

· Still with analytial geometry the standard form of an equation of a hypersphere in n-dimensional space is

(x1- a1)2 + (x2- a2)2 + ... + (xn- an)2 = r2 where (a1,a2,... an) is the centre, the xi are as before, and r is the radius.

· In 2-dimensional space, that simplifies to

(x- a)2 + (y- b)2 = r2 where the centre is (a,b)

There are standard forms for all sorts of shapes. And there are standard forms in other branches of mathematics.

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Wiki User

11y ago

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Anonymous

4y ago
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