Question

help!! will fan and medal

Answer 1

First do prime factorization on 72 (what numbers multiply to give you 72?)

Answer 2

9*8

Answer 3

Keep going, until the numbers are as small as possible

Answer 4

i dont get it

Answer 5

What numbers multiply to give you 9, and 8.

Answer 6

3*3 and 4*2

Answer 7

Keep going...

Answer 8

3*3 and 2*2*2

Answer 9

Good, now put it all together.

Answer 10

huh

Answer 11

72 is the same as...

Answer 12

idk.... A?

Answer 13

No, you broke up 72 into the smallest possible factors.

3*3 and 2*2*2
^ put them all together as one product, and also write it using exponents.

Answer 14

how?

Answer 15

Eg. 5*5 is the same as 5^2, right? 7*7*7 is 7^3, right?

Do that, with what you have.

Answer 16

3^2 2^3

Answer 17

Now don't forget that it's all under a cube root sign. \[\Large \sqrt[3]{3^2 * 2^3}\]
Now you can try simplifying.

Answer 18

ugh holy crap ow do i do that

Answer 19

how*

Answer 20

Here's an example\[\Large \sqrt[3]{7^3} = 7\]and another \[\Large \sqrt[3]{5*11^3}=11\sqrt[3]{5}\]notice since the 11 is cubed, you can take it out of the cube root.

Answer 21

so C?

Answer 22

\[\Large \sqrt[3]{3^2 * 2^3} = 2\sqrt[3]{3^2 }\]

Answer 23

thats not an option

Answer 24

Ugh.

Answer 25

I'm sure you can simplify what I gave.

Answer 26

i tried and you ignored it... i asked if it was C

Answer 27

Because I want you to be 100% sure of the answer. You shouldn't need confirmation. Just simplify what I gave.

Answer 28

*growls playfully* do i have to?

Answer 29

Plus I gave you a medal for a reason lol

Answer 30

\[2\sqrt[3]{9}\]

Answer 31

I WAS RIGHT, right?

Answer 32

Much better. I don't care if whatever letter you gave is correct. Show me that you know the correct answer, like you just did.

Answer 33

lol wow ok....thx

Answer 34

X'D lol now i cant stop laughing

Answer 35

lol well people like to throw out guesses like "is it B?" and just hope someone will give them the answer. Show you know the correct answer.

Answer 36

can you help me with another? lol

Answer 37

Sure. But if it's like this, you better have learned something ;)

Answer 38

its like this and i'll show my work.... lol

Answer 39

so 9*6 goes into 56 now if i simplify i get 3*3 and 3*2

Answer 40

3^2 and 3*2 uhm...now im lost....

Answer 41

Maybe check your times tables :P

Answer 42

oops duh lol

Answer 43

And don't use "and" show things correctly... if they're multiplied together, then show it (it will help you)

Answer 44

28*2

Answer 45

"3^2 and 3*2" don't use "and" here i mean. If they're multiplied together, show it.

Answer 46

7*8, 14*4,

Answer 47

It doesn't matter what numbers you use. Just get them as small as possible, just like you did in the first problem.

Answer 48

7*2 2*2

Answer 49

Why is there a blank space in the middle?

Answer 50

\[\sqrt[3]{7*2*}2^{2}\]

Answer 51

i think...am i doing this right?

Answer 52

You are on the right track.

Answer 53

\[2\sqrt[3]{7*2}\]

Answer 54

Go back a step. First show me 56 written with the smallest possible factors

Answer 55

7*2*2^2

Answer 56

Right but that isn't the way I'd write it... look at how you did the first problem.

Answer 57

Mainly, why do you have a 2*2^2 in there? Isn't there a better way to write that?

Answer 58

\[\sqrt[3]{7*2^{3}}\]

Answer 59

much better.

Answer 60

\[2\sqrt[3]{7}\]

Answer 61

\[\Large \checkmark \]

Answer 62

*hugs you* THANKS!!!!

Answer 63

you're welcome *awkwardly hugs back*

Answer 64

1 more? heh sorry i like hugs...im weird

Answer 65

Hugs are nice. I'd probably hug you back not-awkwardly

Sure. But make sure to use everything you've done so far.

Answer 66

this one is negative so it kinda threw me off a lil

Answer 67

-81 = -1*81

And the cube root of -1 is just -1, so you can pull the negative out of the square root and continue

Answer 68

\[\sqrt[3]{3^4}\]

Answer 69

The negative can't just disappear.

And remember that you can only take things that have an exponent of 3, out of the cube root

Answer 70

ik i wasnt.......lol i forgot the negative\[\sqrt[3]{-3^3*3}\]

Answer 71

There you go.

Answer 72

\[-3\sqrt[3]{3}\]

Answer 73

\[\Large \checkmark\]

Answer 74

woohoo XP

Answer 75

i think i got this...sorta

Answer 76

You seem to for the most part

Answer 77

*hugs u again* THX FOR THE HELP XP

Answer 78

*hugs*

Answer 79

can you help me with applications of cylinders?

Answer 80

im gonna close this question and open a new one tho

Answer 81

Probably