How do you write #2 2/7# as an improper fraction?

3 Answers
Sep 21, 2017

16/7

Explanation:

An improper fraction is when the numerator#># denominator

#2 2/7#

change the integer to the same type of fraction as the fractional part

to do that multiply the integer by the denominator of the fraction

so #2=(2xx7)/7#

#:.2 2/7=14/7 +2/7#

#=16/7#

Sep 22, 2017

#2 2/7=color(blue)(16/7#

Explanation:

#2 2/7# to fraction form:

To convert a mixed number to a fraction, multiply the denominator by the whole number, then add the numerator, and place the result over the same denominator.

#((7xx2+2))/7=#

#16/7#

Oct 1, 2017

#2 2/7 = 16/7#

Explanation:

An improper fraction has the numerator equal to or bigger than the denominator.

It means that the entire number is expressed as fractions.

Remember that #1 = 2/2=3/3=5/5=8/8=15/15 # and so on.

The fraction #2 2/7# can be written as #1+1+2/7#

Write the whole numbers as fractions and add them.

#7/7+7/7 +2/7 = 16/7#

The short method is to multiply the denominator by the whole number and add on the numerator. The entire fraction has the same denominator.

#2 2/7 = (7xx2+2)/7 = (14+2)/7 = 16/7#