Simplifying long fractions ((8+\frac{3}{4})+(3\frac{2}{3}))/((4+\frac{2}{5)}-(1\frac{7}{8})) The correct answer is (4+\frac{278}{303})

aspifsGak5u

aspifsGak5u

Answered question

2022-01-06

Simplifying long fractions
(8+34)+(323)(4+25}(178)
The correct answer is (4+278303)

Answer & Explanation

peterpan7117i

peterpan7117i

Beginner2022-01-07Added 39 answers

Combine the numerator into an improper fraction:
834+323=8+3+34+23
=13212+912+812
=14912
Do the same for the denominator:
4+25178=41+2578
=12030+16403540
=10140
Then divide both:
1491210140=1491014012
=149101103
1490303
=4+278303
Beverly Smith

Beverly Smith

Beginner2022-01-08Added 42 answers

Just simplify it piece by piece.
First, you have
8+34+323
You can simplify this into one fraction.
Then, you simplify
425178
into one fraction.
Then use the rule
abcd=adbc
and you have just one fraction.
Vasquez

Vasquez

Expert2022-01-11Added 669 answers

Expand
8+34+3+234+25178
by 120 to get
11120+330+2403120+224715=1490303

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