What is the simplified value of #2/9 + 1/2 - 7/8 + 5/6# ? Prealgebra Fractions Understanding Fractions 1 Answer Shwetank Mauria May 5, 2016 #2/9+1/2-7/8+5/6=49/72# Explanation: To simplify #2/9+1/2-7/8+5/6#, we should first make all denominators equal. For this, we ought to know Least Common Denominator (LCD) of #{9,2,8,6}#, which is #72#. Hence, #2/9+1/2-7/8+5/6# = #(2xx8)/(9xx8)+(1xx36)/(2xx36)-(7xx9)/(8xx9)+(5xx12)/(6xx12)# = #16/72+36/72-63/72+60/72# = #(16+36-63+60)/72# = #49/72# Answer link Related questions What are the different types of fractions? How do you convert #0.004%# into a fraction? How do you write 2 7/8 as improper fraction? How do you write 6 7/8 as an improper fraction? How do you write 2 1/4 an improper fraction? Julie runs #3/7# miles everyday. How far will she run in #9# days? A restaurant uses #2 3/4# pounds of flour to make a batch of dinner rolls. About how many pounds... How do you simplify #3/4 times 5/12#? How do you write #7 3/5# as an improper fraction? What is 17% of 3,789? See all questions in Understanding Fractions Impact of this question 2595 views around the world You can reuse this answer Creative Commons License