1. 4/16 =
2. 9/27 =
3. 7/49 =
4. 8/64 =
5. 3/21 =
Simplify these improper fractions
6. 45/90 =
7. 203/4 =
8. 87/4 =
Multiply these mixed numbers. You have to make the mixed numbers into improper fractions first. You do this by multiplying the denominator by the whole number, and then add the numerator.
9. 2 ⅞ x 3 ⅘ =
10. 1 4/5 x 2 1/9 =
11. 1 5/6 x 2 1/3 =
you dont have math
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snowflake0531:
Hold on hold on, let's first look at the first 5
ghostmasterTy:
ok
snowflake0531:
1. 4/16 =
\[\frac{ 4 }{ 16 } \div \frac {4}{4}\]
ghostmasterTy:
and you dont have subject math
ghostmasterTy:
ok
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snowflake0531:
There actually is a mathematics subject lol
ghostmasterTy:
ok
ghostmasterTy:
lets dob th math
snowflake0531:
@snowflake0531 wrote:
1. 4/16 =
\[\frac{ 4 }{ 16 } \div \frac {4}{4}\]
ghostmasterTy:
4
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snowflake0531:
-?
What is 4/4, what is 16/4
ghostmasterTy:
i do not now
snowflake0531:
do you know what 4 divided by 4 is?
ghostmasterTy:
1
]
ghostmasterTy:
im not dum
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ghostmasterTy:
ok
4 d bbyn 4 os 1
ghostmasterTy:
ok
ghostmasterTy:
and
snowflake0531:
Okay so it simplifies to 1/4 yea?
ghostmasterTy:
3
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snowflake0531:
huh-?
ghostmasterTy:
3
snowflake0531:
what is 3
ghostmasterTy:
1/3
snowflake0531:
Oh yes the second one is 1/3
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ghostmasterTy:
1/4
snowflake0531:
the first one is 1/4 yes
ghostmasterTy:
so whats the answer
snowflake0531:
1/4
ghostmasterTy:
so where done with number 1
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snowflake0531:
huh?
ghostmasterTy:
ok number 1 is 1/4
ghostmasterTy:
number to now
ghostmasterTy:
9/27
snowflake0531:
\[\frac{ 9 \div9 }{ 27 \div9 }\]
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ghostmasterTy:
1/3
snowflake0531:
yes
snowflake0531:
\[\frac{ 7 \div 7 }{ 49 \div7 }\]
ghostmasterTy:
7/49
ghostmasterTy:
1/7
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snowflake0531:
yes
snowflake0531:
\[\frac{ 8 \div 8 }{ 64 \div 8 }\]
ghostmasterTy:
8/8
snowflake0531:
are you sure?
ghostmasterTy:
yes
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snowflake0531:
what's 8 divided by 8
ghostmasterTy:
ok lets do this in private cuz i don't want anyone to think that im dum
ghostmasterTy:
oh
ghostmasterTy:
8/1
snowflake0531:
No 1/8
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ghostmasterTy:
ok
snowflake0531:
\[\frac{ 3 \div 3 }{ 21 \div 3 }\]
ghostmasterTy:
7/1
ghostmasterTy:
im going to be youur fan
ghostmasterTy:
ok
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snowflake0531:
It's actually the opposite, 1/7
and lol thx
ghostmasterTy:
so it 1/7
snowflake0531:
yes
ghostmasterTy:
oh i no the next one is it 1/9
ghostmasterTy:
no 1/5
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snowflake0531:
no, number 6 is \[\frac{ 45 \div 45 }{ 49 \div 45 }\]
ghostmasterTy:
oh
ghostmasterTy:
ok 1/1
snowflake0531:
oops, i meant 90/45
ghostmasterTy:
ok
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snowflake0531:
\[\frac{ 45 \div 45 }{ 90 \div 45 }\]
ghostmasterTy:
1/2
snowflake0531:
yes
snowflake0531:
\[\frac{ 203 }{ 4 } = \frac {4 \times 50 +3}{4} = 50 \frac {3}{4}\] do you see how i kinda got that-? lol
ghostmasterTy:
htis next one is hard
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ghostmasterTy:
htis next one is hard
ghostmasterTy:
did you do it
snowflake0531:
@snowflake0531 wrote:
\[\frac{ 203 }{ 4 } = \frac {4 \times 50 +3}{4} = 50 \frac {3}{4}\] do you see how i kinda got that-? lol
ghostmasterTy:
yes
ghostmasterTy:
is it 3/4 or 4/3
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snowflake0531:
Which one are you doing
ghostmasterTy:
203 /4
ghostmasterTy:
the end
snowflake0531:
you put \[50 \frac {3}{4}\]
ghostmasterTy:
ok
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ghostmasterTy:
87/4
ghostmasterTy:
ok when you need help with times come to me ok
snowflake0531:
i gtg
ghostmasterTy:
you have help me and you know what you did you have tech me how to do this
snowflake0531:
o-o I'm confused by the grammar
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