[Part 1] Show all work in dividing the fraction of 3 k squared plus k minus 2 over 4 k minus 2 divided by the fraction of k squared plus 3 k plus 2 all over 2 k squared plus 5 k minus 3.
[Part 2] Use complete sentences to explain your process.

Question

[Part 1] Show all work in dividing the fraction of 3 k squared plus k minus 2 over 4 k minus 2 divided by the fraction of k squared plus 3 k plus 2 all over 2 k squared plus 5 k minus 3.
[Part 2] Use complete sentences to explain your process.

anonymous · Answer

multiply by the reciprocal just like you would do with numbers 
$$\frac{3k^2+k+2}{4k^2-2}\times \frac{2k^2+5k-3}{k^2+3k+2}$$

anonymous · Answer

then factor and cancel like before

anonymous · Answer

$$\frac{3k^2+k+2}{4k-2}\times \frac{2k^2+5k-3}{k^2+3k+2}$$

anonymous · Answer

@satellite73 are you a teacher? student?

anonymous · Answer

typo in my first one
@Trexy will show you how to factor

anonymous · Answer

i am a car

anonymous · Answer

@HayleyWhite17  you got the factoring part?

anonymous · Answer

No really, Im asking cuz their is a diffrent between a teacher and a student, you know what i mean..@satellite73

anonymous · Answer

No not quite.

anonymous · Answer

$x$ should be $k$

anonymous · Answer

dang lots of typos but you can fix it

anonymous · Answer

$$=\frac{(k+1)(3k-2)(k+3)(2k-1)}{2(2k-1)(k+2)(k+1)}$$

anonymous · Answer

No I get what it is THANKS!