3 answers

How do you write #8/74# in simplest form?

Question:

How do you write #8/74# in simplest form?

Answers

# 4/37#

Explanation:

There is a common factor of 2 in both denominator and the numerator divide out the common factor to write the fraction in its simplest form

#8 = 2 xx 2 xx 2#
# 74 = 2 xx 37# ( 37 is prime so there are no other common factors

# 8/2 / 74/2 = 4/37#

.

#8/74=4/37#

Explanation:

#8/74#
#=(cancel(2)*4)/(cancel(2)*37)#
#=4/37#
#4/37# can't be divided by any other #NN# number than 1, so we have the simpliest form.
\0/ here's our answer!

.

#4/37#

Explanation:

#8/74# divide by 2 #=4/37#

.

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