Question

write any two linear polynomial having one term under 3 terms

Answer 1

Answer:

x3

x+53

x+x-53

.....................

.........

Answer 2

Answer:

Linear Polynomial

Step-by-step explanation:

• A polynomial can have constants, variables and exponents, but never division by a variable  and can't have power in fraction.

• In linear polynomial we can have maximum degree of equation is " 1 " , So we can have linear polynomial in " x " , can only be

       x  -  2  =  0  Or

        x   +  4 = 0  Or

        x  - 2  =  2  , So we can write it

       x  - 4 = 0

• Linear equation in x can't have three terms

• In Quadratic polynomial we can have maximum degree of equation is " 2 " , So we can have linear polynomial in " x " , can only be

        $x^{2} -2x+3=0$ Or

         $x^{2} +5x+4=0$

• We can say quadratic polynomial in x can't have four terms .

• In cubic polynomial we can have maximum degree of equation is " 3 " , So we can have linear polynomial in " x " , can only be

         x3  -  3x2  + 4x  - 7   =  0  Or

         2x3  -  3x2  + x  - 7  = 0

• cubic polynomial in x can't have five terms .