is it possible to have zero as a numerical coefficient? for example 0x???
as in the equation (x^7+0x^5-0x^2+19)/(x-1)?
yes, but the term containing zero as its numerical coefficient doesn't have any value... rule of zero applies... :)
You can have. But if there is a term with zero as coefficient, then the expression will be the same even if you remove these terms. Therefore,
(x^7+0x^5-0x^2+19)/(x-1) is the same as
(x^7+19)/(x-1)
yep yep
possible..
but the equation will be reduced to,
x^7+19 times the whole quantity x-1
Yes, but you have to cancel everything that has a zero in it.
that's possible. synthetic division uses that so that we can pretend that there is a term existing in decreasing orders for easier division.
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yes, but the term containing zero as its numerical coefficient doesn't have any value... rule of zero applies... :)
You can have. But if there is a term with zero as coefficient, then the expression will be the same even if you remove these terms. Therefore,
(x^7+0x^5-0x^2+19)/(x-1) is the same as
(x^7+19)/(x-1)
yep yep
possible..
but the equation will be reduced to,
x^7+19 times the whole quantity x-1
Yes, but you have to cancel everything that has a zero in it.
that's possible. synthetic division uses that so that we can pretend that there is a term existing in decreasing orders for easier division.