Question

Standard reciprocal equation is of the form *

1

Type II and odd degree

Type II and even degree

Type I and odd degree

Type I and even degree

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Answer 1

Answer:

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Answer 2

Question:

What is the standard form of the reciprocal equation?

Answer: Type I and even degree

The standard form of the reciprocal equation is Type I and even degree

Equation: $a_i=a_{n-i}$

Explanation:

A formula for the equation:

$a_0x^n+a_1x^{n-1} + ......+a_{n-1}x + a_n = 0$

When the coefficients situated at the beginning and the end are equally spaced apart:

$a_i=a_{n-i}$

By substituting an n-th degree equation for a reciprocal equation of degree 2n, may be reduced to an n-th degree equation by putting:

$z=x + \frac{1}{x}$

or, $z=x - \frac{1}{x}$

Reciprocal Equation:

An inverse of a number or value is referred to as reciprocal. If x is any real number, then 1/x will be the reciprocal of that number. For instance, 1/8 is the reciprocal of 8, which is 1 divided by 8. 1/8's reciprocal is equal to 8.

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