Question

Write a numerical coefficient of each
$1 + 5p + 7p2 - p3$
it's needed urgently​

Answer 1

Algebraic Expression

I think there are some minor mistakes in the question. Let me correct the Question for a better understanding.

Corrected Question:

Write a numerical coefficient of each:

$1 + 5p + 7p^2 - p^3$

So first of all let me explain you about the coefficient that how you will know which is the number coefficient in the question. It will help you also to solve this and this type of questions.

A coefficient is an integer that is multiplied with the terms of a polynomial. It is always a number but sometimes it can also be a letter in an expression.

Let's take an example for a better understanding.

$ax^2 + bx + c$

Here, $a$, $b$ and $c$ are the coefficients. And $x$ is the variable.

Let's head to the Question now:

Given expression,

$1 + 5p + 7p^2 - p^3$

Here, numerical coefficient are 1, 5, and 7.

Hence, this is the required solution.

Answer 2

Algebraic Expression

I think there are some minor mistakes in the question. Let me correct the Question for a better understanding.

Corrected Question :

Write a numerical coefficient of each:

$1 + 5p + 7p^2 - p^3$

So first of all let me explain you about the coefficient that how you will know which is the number coefficient in the question. It will help you also to solve this and this type of questions.

A coefficient is an integer that is multiplied with the terms of a polynomial. It is always a number but sometimes it can also be a letter in an expression.

Let's take an example for a better understanding.

$ax^2 + bx + ca$

Here, aa , bb and cc are the coefficients. And xx is the variable.

Let's head to the Question now:

Given expression,

$1 + 5p + 7p^2 - p^3$

Here, numerical coefficient are 1, 5, and 7.

Hence, this is the required solution.