Question

Part One: Show all work in dividing

4t^2-1/15t+10 divided by 4t^2-4t+1/3t+5t+2

Part Two: Use Complete Sentences to explain your process

Answer 1

@LegendarySadist

Answer 2

So \[\large \sf \frac{4t^{2}-1}{15t+10} \div \frac{4t^{2}-4t+1}{3t+5t+2}\] Does that look right?

Answer 3

yes

Answer 4

Well you know what you should do when you divide fractions right?

Answer 5

no clue

Answer 6

Turn them into multiplication?

Answer 7

Multiply by the reciprocal.

Answer 8

i dont know how too

Answer 9

Take the fraction on the right. Flip the numerator and denominator. Then multiply it to the fraction on the left.

Answer 10

can you help? i dont really know how to multiply these

Answer 11

Just set it up in multiplication form.

Answer 12

so like this: 4t^2-1/15t+10 times 3ty^2+5t+2/4t^2-4t+1 ?

Answer 13

that looks right in form, but where did that "y^2" come from?

Answer 14

i didnt mean to put the y just ignore that so it should be 4t^2-1/15t+10 times 3t^2+5t+2/4t^2-4t+1

Answer 15

What do i do from there. like how exactly do i multiply them? i honestly have no clue how to do this at all

Answer 16

Same thing, why is it "3t^2" now?

Answer 17

thats what it was from the original equation, you just forgot to put it when you typed it out

Answer 18

i didnt catch it until now

Answer 19

This is what you have in your first post "3t+5t+2" and you confirmed that what I had was correct.

Answer 20

The equation i have on my work sheet is 4t^2-1/15t+10 divided by 4t^2-4t+1/3t^2+5t+2

Answer 21

i typed it wrong the first time that one is correct

Answer 22

@legendarySadist