Question

Classify the following as linear quadratic and cubic polynomial 3y -5

Answer 1

$<p style ="Colour:blue; font-family: cursive; background:black;font size25px;"> the country is ruled by a heretic and the people have no rule electing for changing the rulers .$

⭐ ANSWER = Linear Polynomial.

Answer 2

Answer:

The answer is - linear polynomial

Step-by-step explanation:

3y - 5 is a linear polynomial

REASON

Linear polynomial = polynomial which has degree one [1] is known as linear polynomial

Degree of the polynomial = highest degree of the polynomial becomes the degree of the polynomial.

That is

In the polynomial

we can write 5 = 5$x^{0}$

because $x^{0}$ = 1

So,

5$x^{0}$ = 5 X 1

      = 5

And,

3y = 3$y^{1}$

because $y^{1}$ = y

So,

3y = 3$y^{1}$

now joint the equation

3y - 5 =  3$y^{1}$ - 5$x^{0}$

So highest degree of the polynomial is 1 [as written above = 3$y^{1}$ - 5$x^{0}$ ]

So it is a linear polynomial

HOPE THE ANSWER WILL BE A GREAT PATH OF LEARNING

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