Write the coefficient of -x-2- in the following-x-2-x-4

Question

Toppr Admin · Accepted Answer

-nbsp- -nbsp-bullet- Term containing -x-2- in -x-2-x-4- is -x-2-nbsp- -nbsp-bullet-nbsp-So- the coefficient of -x-2- is -1-nbsp-as there is no number multiplying -x-2-textbf-Hence- the coefficient of -nbsp-x-2 -textbf-nbsp-in -nbsp-x-2-x-4 -textbf-nbsp-is -nbsp-1-

Write the coefficient of $${x}^{2}$$ in the following:
$${x}^{2}-x+4$$

$$\bullet$$ Term containing $$x^{2}$$ in $$x^{2}-x+4$$ is $$x^{2}$$
$$\bullet$$ So, the coefficient of $$x^{2}$$ is $$1$$ as there is no number multiplying $$x^{2}$$.
$$\textbf{Hence, the coefficient of } x^2 \textbf{ in } x^2-x+4 \textbf{ is } 1$$

Write the coefficient of $${x}^{2}$$ in the following:$${x}^{2}-x+4$$

$$\bullet$$ Term containing $$x^{2}$$ in $$x^{2}-x+4$$ is $$x^{2}$$ $$\bullet$$ So, the coefficient of $$x^{2}$$ is $$1$$ as there is no number multiplying $$x^{2}$$.$$\textbf{Hence, the coefficient of } x^2 \textbf{ in } x^2-x+4 \textbf{ is } 1$$

Write the coefficient of $${x}^{2}$$ in the following:
$${x}^{2}-x+4$$

$$\bullet$$ Term containing $$x^{2}$$ in $$x^{2}-x+4$$ is $$x^{2}$$
$$\bullet$$ So, the coefficient of $$x^{2}$$ is $$1$$ as there is no number multiplying $$x^{2}$$.
$$\textbf{Hence, the coefficient of } x^2 \textbf{ in } x^2-x+4 \textbf{ is } 1$$