Question

@phi i need help with this one too

Answer 1

@tHe_FiZiCx99

Answer 2

change both numbers into improper fractions
This shows you how to do it
http://www.khanacademy.org/math/cc-fourth-grade-math/cc-4th-fractions-topic/cc-4th-mixed-numbers/v/changing-a-mixed-number-to-an-improper-fraction

Answer 3

so 8*6 + 1
and 4*3 + 2
Do the K.S.F

Keep the first fraction.
Switch the sign from division to multiplication
And flip the second fraction

49/6 * 3/14

147/84

How many times does 84 go into 147?

Answer 4

\[8*6=32+1=33 \]

am i along the right path?

Answer 5

oh

Answer 6

8*6 isn't 32 >.<

Answer 7

yes that is the right idea, but 6*8 is 48

Answer 8

oh

Answer 9

We did this earlier ;~; you forgot

Answer 10

84 does into 147 1 time with a remainder of 63. correct?

Answer 11

did you change the two numbers into improper fractions?
what did you get ?

Answer 12

isnt it 147/84........? cuz dats what he said.....

Answer 13

Yes, it goes in 1 time and 63/84 = 0.75 or 3/4

Answer 14

If you are going to do these problems, you may as well learn how to do them.

can you change the numbers into improper fractions?

you would get 147/84 which simplifies to 1 with a remainder of 63

but it is easier to simplify before you get that far.

Answer 15

so 1 3/4.....?

Answer 16

i think i got how to do it now!!!!!!! omg yay!! ty guys soooooooo much omg

Answer 17

so

first change the proper into inporper fractions (multiply the whole number by denominator) and then replace the numerator with the number you got leaving the denominator the same.

then multiply the denominators together then the numerators together.

next see how many times the denominator and the numerator go into each other

correct?

Answer 18

that makes no sense does it

Answer 19

the first step. you multiply the whole number by the denominator THEN ADD the numerator.

2 ⅓ you multiply the whole number 2 times the denominator 3 to get 6. then add the numerator 1 to get 7. the denominator stays 3 and you get 7/3

Answer 20

then multiply the denominators together then the numerators together.

you do that if you multiply fractions

if you divide fractions, you first "FLIP" the fraction and then multiply

\[ \frac{1}{2} \div \frac{1}{2} = \frac{1}{2} \cdot \frac{2}{1} \]

Answer 21

oohhhhhhhhh oki ty ty ty ty again