Question

cubic polynomial may have maximum of linear factors

Answer 1

No cubic polynomial always hav only 3 factors

Answer 2

the number of linear factors is always less than 3 for any given cubic polynomial....
why?...
the maximum number of times
${x}^{3}$
can be broken into fragments would be 3
$(x)(x)(x)$

so maximum would be 3.....u cannot think of adding into another factor ....its impossible....
ofcourse by taking roots u can find but they are not linear

hope it helps....pls mark me as brainliest....