Question

what is 3.58333333333 as a fraction?

Answer 1

do you mean 3.58333333333.....
or 3.58333333333

Answer 2

3.58333333333

Answer 3

well 3.58 as a fraction is 179/50

Answer 4

a=3.58333333333
ok
do like this
b=4.56
b456/100
or
k=9.034
k=9034/1000
can you do this ?

Answer 5

all my answers are A: 4 7/18 B: 4 7/9 C: 2 7/9 D: 2 7/18

Answer 6

\[a=3.58333333333 =\frac{ 358333333333 }{10^{11} }\]

Answer 7

those answers , they aren't a=3.58333333333
may be you type the question wrong
for example a=3.58333333333...

Answer 8

yes you type it wrong
the original question must be to find a=3.58333333333...
it is 3225/900=3.58333333333...
i did check it

Answer 9

now lest begin by this correct question
agree?

Answer 10

Try this: (assuming the 3's go on forever)

x=3.58333333333...
100x=358.333333333...
10000x=35833.3333333..

10000x-100x=9900x=35833.3333... - 358.33333... = 35833-358 = 35475.

So x = 35475/9900 = 43/12 (divide numerator and denominator by 825).

You could write it as 3 7/12.

The choices you have are obviously all wrong, because neither of them is a number between 3 and 4, while 3.58333333333(...) is!

Answer 11

it says to multiply and simplify this: http://static.k12.com/bank_packages/files/media/mathml_7ffdad0085a802aaca0eb30b964ea95f3bf3013c_1.gif

Answer 12

suppose a=3.58333333333...
multiply by 100
so
100a =358.33333333333333333333...
*10
so 1000a=3583.33333333333333...

now 1000a-100a=3583.33333333333333...-358.33333333333333...
so 900a =3583-358 =3225

so a=3225/900=3583.33333333333333...

Answer 13

Just try to expand: multiply 2/3 with 1/3 and also 2/3 with 13/4.

You then have to make the denominators the same...
Do you know how to go on?

Answer 14

not really, i don't know much about fractions...

Answer 15

now we have a=3225/900
we can simplify to get the answer
divide both 3225,900 by 3,then by 5,then by 5
a=43/12

Answer 16

\(\frac{2}{3}\cdot \frac{1}{3}+\frac{2}{3}\cdot \frac{13}{4}=\frac{2}{9}+\frac{26}{12}=\frac{2}{9}+\frac{13}{6}=...\)

Now look f0r the Least Common Multiple (LCM) of 9 and 6: this is 18. That's your new denominator!

Answer 17

If you replace \(\frac{2}{9}\) with \(\frac{4}{18}\) and \(\frac{13}{6}\) with \(\frac{39}{18}\), you can now add the fractions:

\(\frac{4}{18}+\frac{39}{18}=\frac{4+39}{18}=\frac{43}{18}=2\frac{7}{18}\).