Question

Divide 28 x^4 by 7x.

Answer 1

Given that:- $\frac{28x^4}{7x}$

As we have to divide the given fraction,

So, it is written as,

$=>\frac{28}{7}\times\frac{x^4}{x}$

Divide $28$ by $7$ and $x^4$ by $x^1$ we get,

$=>\frac{28}{7}\\=>4$

By using identity,

$\frac{a^m}{a^n} =a^{m-n}$

$=>x^{(4-1)}$

$=>x^3$

Hence, by dividing it we get

$=>4x^3$

Answer 2

• As per the data given in the question, We have to determine the value of  a given number.
• Given data- $\frac{28x^{4}}{7x}$.
• Solution,
• We have to divide the variable with variable and constant with constant.
• $=\frac{28x^{4} }{7x} \\\\=4x^{2} .$