Question

find the quotient :(X whole power 2n-1)÷(X whole power n-1)

Answer 1

Hey mate!!!

$<b >Here is your answer </b >$

By using the unit method, we can find out the quotient ;

Given,

Divident is $x^{2n - 1}$

Divisor is $x<sup >n - 1</sup >$

Then,

$D / d$

= $\frac{x<sup >2n - 1</sup >}{x<sup >n - 1</sup >}$

= $x<sup >2n - 1 - (n - 1)</sup >$

= $x<sup >2n - 1 - n + 1 </sup >$

= $x<sup > n </sup >$

$<b >So, x^n is the correct answer. </b >$

$<b ><big ><marquee >I hope it helps you #need more brainliests marks$