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Perform each division. See Examples $6-9 .$$$ rac{5-2 r^{2}+r^{4}}{r^{2}-1}$$...

Question

Perform each division. See Examples $6-9 .$$$ rac{5-2 r^{2}+r^{4}}{r^{2}-1}$$

Perform each division. See Examples $6-9 .$ $$ \frac{5-2 r^{2}+r^{4}}{r^{2}-1} $$



Answers

Perform each division. See Examples $6-9 .$ $$ \frac{5-2 r^{2}+r^{4}}{r^{2}-1} $$

So let's take every term in the numerator and divide it by. Two. Are so a are the fourth about by to our for our cube, divided by two are in Ah, six r squared, divided by two are eight divided by two is four and art of the fourth. About about ours. Art of the third Ford about it too, is to and art of the third of out of ours R squared and six divided by two is three and r squared about by our is our.

So let's take every term in the numerator and divided by, um, the four A. So we got four. Develop a Force one and eight of the fifth of out of it is a to the fourth four, divided by Force one and a squared. Divided by a is A and eat a little bit forced to and that a is on the bottom and there's no Anna tops. We'll just leave the A on the bottom.

Let's divide every term in the numerator by the negative are to the fifth power of the denominator. So a negative 17 out of negative one is seven and art of the fifth, divided by art. Of the 57th of out of the fifth is our to the second power 65 a negative orders of minus six and Art of the fifth Divide it by. Part of the fifth is just once we leave it just minus six here and then negative one here in a negative one on the bottom. It's plus one and the four hours on top of cancel and the four on the bottom of cancer. But everyone left in the bottom, so one over R.

So let's take every term in the numerator and divide it by the denominator. Negative t to the six power Ah negative 13. Divided by the negative of arms 13 and nine minus 63. So t the third power eight divided by the negative on the bottom is a minus. A and the T to the sixes will cancel and the negatives on the last term will cancel. Make a plus and they'll be won t lessen the bottom.


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