We know that
<span>Trinomial of degree 35 means a polynomial
that
a) Having three terms
b) highest degree is 35
examples
x</span>^35+x³+3
x^35+2x-8
x^35+x²+2
etc
Both graphs A and B are linear. In both graphs, the y value is going up at a constant rate in comparison to their x values. For example, in graph A every time the x value is increased by 1 the y value is increased by 2 values showing that they have the same gradient. For a graph to be linear it must have a constant rate of increase or decrease.
First, start of by dividing the polynomial given by the linear factor
This will result in a quadratic factor
Factorise the quadratic factor as shown