Using division of polynomials state whether
(i)
is a factor of
3
(ii) 4x-1 is a factor of ![]()
(iii) 2y-5 is a factor of ![]()
(iv)
is a factor of ![]()
(v)
is a factor of ![]()
(vi)
is a factor of ![]()
(i)
is a factor of ![]()

Quotient: ![]()
Remainder: 0
Since remainder is 0 therefore
is a factor of ![]()

Quotient: ![]()
Remainder: 15
Since remainder is 15 therefore
is NOT a factor of ![]()

Quotient: ![]()
Remainder:![]()
Since remainder is
therefore
is NOT a factor of ![]()

Quotient: ![]()
Remainder:![]()
Since remainder is
therefore
is NOT a factor of ![]()

Quotient: ![]()
Remainder:![]()
Since remainder is
therefore
is a factor of ![]()

Quotient: ![]()
Remainder:![]()
Since remainder is
therefore
is NOT a factor of ![]()
Couldn't generate an explanation.
Generated by AI. May contain inaccuracies — always verify with your textbook.
