How do you evaluate #9.00\div 1\frac{2}{3}#?
1 Answer
Dec 20, 2016
Explanation:
The first thing to do is express
#1 2/3# as an#color(blue)"improper fraction"#
#rArr1 2/3=5/3# The calculation can be expressed as
#9÷5/3" or " 9/1÷5/3# The method for
#color(blue)"division of fractions"# is.• Leave the first fraction
• Change division to multiplication
• Invert ( turn upside down) the second fraction
• Cancel any common factors if possible
#rArr9÷5/3=9/1xx3/5larr" multiply and invert"# There are no common factors that can be
#color(blue)"cancelled"#
#" We have then " (9xx3)/(1xx5)=27/5# If you are fine with division by 5 then 27 ÷ 5 = 5.4
Otherwise multiply numerator/denominator by 2 which gives division by 10.
#rArr27/5=(27xx2)/(5xx2)=54/10=5.4#