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Yes; this is quite common for a quadratic equation. For example:

x2 - 5x + 6 = 0

has the two solutions 2, and 3.

A cubic equation may have up to 3 solutions; a polynomial of degree "n" can have up to "n" solutions.

A trigonometric equation usually has an infinite number of solutions, because the sine function (for example) is periodic.

Example: sin x = 0, with solutions 0, pi, 2 x pi, 3 x pi, etc. (assuming angles are measured in radians, as is common in advanced mathematics).

Yes; this is quite common for a quadratic equation. For example:

x2 - 5x + 6 = 0

has the two solutions 2, and 3.

A cubic equation may have up to 3 solutions; a polynomial of degree "n" can have up to "n" solutions.

A trigonometric equation usually has an infinite number of solutions, because the sine function (for example) is periodic.

Example: sin x = 0, with solutions 0, pi, 2 x pi, 3 x pi, etc. (assuming angles are measured in radians, as is common in advanced mathematics).

Yes; this is quite common for a quadratic equation. For example:

x2 - 5x + 6 = 0

has the two solutions 2, and 3.

A cubic equation may have up to 3 solutions; a polynomial of degree "n" can have up to "n" solutions.

A trigonometric equation usually has an infinite number of solutions, because the sine function (for example) is periodic.

Example: sin x = 0, with solutions 0, pi, 2 x pi, 3 x pi, etc. (assuming angles are measured in radians, as is common in advanced mathematics).

Yes; this is quite common for a quadratic equation. For example:

x2 - 5x + 6 = 0

has the two solutions 2, and 3.

A cubic equation may have up to 3 solutions; a polynomial of degree "n" can have up to "n" solutions.

A trigonometric equation usually has an infinite number of solutions, because the sine function (for example) is periodic.

Example: sin x = 0, with solutions 0, pi, 2 x pi, 3 x pi, etc. (assuming angles are measured in radians, as is common in advanced mathematics).

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