Question

DIVIDE
23x^5 u^3 +9x^4 u -12x^6 u^6/-3x^5 u^3

Answer 1

@Easyaspi314

Answer 2

You have 3 expressions in the numerator, separated by a + or - sign

The concept/idea here is to break up the fraction.

Each term in the nukmerator gets divided by the denominator, so you get:

23x^5u^3/-3x^5u^3 + 9x^4u/-3x^5u^3 - 12x^6u^6/-3x^5u^3

Now we simplify each of the 3 fractions using law of exponents.

Can you finish simplifying each fraction?

Answer 3

23x^5u^3/-3x^5u^3

Answer 4

is that the fraction

Answer 5

Thats the first fraction.......

That's equal to -23/3 (because the x^5 and u^3 cancel top and bottom)

Now proceed to simplify the second fraction I wrote

Answer 6

-1/3 (23 u^6 x^10)

Answer 7

-3 u^4 x^9

Answer 8

lets stop all this

Answer 9

session is definitley timed out now

Answer 10

lol

Answer 11

The second fraction is 9x^4u/-3x^5u^3

Simplify the numbers, then the x'sa, then the u's

9/-3 = -3
x^4/x^5..leaves you one x in the denominator
u/u^3 leaves you a u^2 in the denominator

so you get -3/xu^2

Answer 12

Thats the second fraction. Now you simplify the third fraction.

Answer 13

-4 u^9 x^11

Answer 14

no.

Answer 15

Watch...the third fraction is:

-12x^6u^6/-3x^5u^3

-12/-3 = +4
x^6/x^5 = x
u^6/u^3 = u^3

so you get +4xu^3

Study what I just showed you and you tell me what you dont understand.

Answer 16

whats the next step after simplifying the 3 fractions

Answer 17

Put all three answers together

You get:

-23/3 - 3/xu^2 +4xu^3

Answer 18

Thanks

Answer 19

welcome.