Question

Write a trinomial of degree 35

Answer 1

We,know that
Trinomial of degree 35 means a polynomial that 
a) Having tree terms
b) Highest degree 35
The degree of a polynomial is the highest value of the exponent in the expression

examples
x³⁵ + 5x³ + 8
t³⁵ + 3t - 2
y³⁵ + y² + 6

Answer 2

There are many possible solutions.
Let's understand the concept first.

The degree of a polynomial is determined based on the highest exponent (power) in the equation. This means that a polynomial of the 35th degree would be be having 35 as the highest power

A trinomial is a polynomial having 3 terms in it. Terms are separated by addition or subtraction operations only.

We want to write a trinomial of degree 35.
Based on the above explanations, the following could be valid equations:
x³⁵ + 3x²⁰ + 9x
27a + 3a³⁵ + 90
36y³⁵ + 19y¹⁰ + y²

Hope this helps :)