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Let’s check out your problem:
Subtract. Write your answer as a
fraction
or as a whole or mixed number.
\newline
9
4
11
−
4
5
11
=
9\frac{4}{11} - 4\frac{5}{11} =
9
11
4
−
4
11
5
=
_____
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Math Problems
Grade 7
Add and subtract mixed numbers
Full solution
Q.
Subtract. Write your answer as a fraction or as a whole or mixed number.
\newline
9
4
11
−
4
5
11
=
9\frac{4}{11} - 4\frac{5}{11} =
9
11
4
−
4
11
5
=
_____
Convert to Improper Fractions:
Convert the mixed numbers to improper
fractions
for easier calculation.
\newline
9
4
11
=
(
11
×
9
+
4
)
11
=
103
11
9 \frac{4}{11} = \frac{(11\times9 + 4)}{11} = \frac{103}{11}
9
11
4
=
11
(
11
×
9
+
4
)
=
11
103
\newline
4
5
11
=
(
11
×
4
+
5
)
11
=
49
11
4 \frac{5}{11} = \frac{(11\times4 + 5)}{11} = \frac{49}{11}
4
11
5
=
11
(
11
×
4
+
5
)
=
11
49
Subtract Fractions:
Subtract the two improper fractions.
\newline
103
11
−
49
11
=
103
−
49
11
=
54
11
\frac{103}{11} - \frac{49}{11} = \frac{103 - 49}{11} = \frac{54}{11}
11
103
−
11
49
=
11
103
−
49
=
11
54
Simplify Result:
Simplify the result if possible.
\newline
54
11
\frac{54}{11}
11
54
is already in its simplest form, as
54
54
54
and
11
11
11
have no common
factors
other than
1
1
1
.
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What value of
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