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The N degree polynomial having n variables and having maximum number of terms in equation is obtained by multiplying N linear equations of n variables each. The maximum number of terms is given as

((N+1) x (N+2) x (N+3) …….(N+n)) / n!

N degree polynomial equation is obtained by multiplying N linear equations of n variables each. The maximum number of terms is given as

((N+1) x (N+2) x (N+3) …….(N+n)) / n!

The N degree polynomial having n variables and having maximum number of terms in equation is obtained by multiplying N linear equations of n variables each. The maximum number of terms is given as

((N+1) x (N+2) x (N+3) …….(N+n)) / n!

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N degree polynomial equation is obtained by multiplying N linear equations of n variables each. The maximum number of terms is given as

((N+1) x (N+2) x (N+3) …….(N+n)) / n!