How do you add #(\frac { 2} { 5} ) ^ { 3} + \frac { 1} { 25}#? Prealgebra Fractions Fractions with Different Denominators 1 Answer Mahek ☮ Mar 3, 2018 #color(red)(13/125)# Explanation: #(2/5)^3+1/25# #2^3/5^3+1/25# #8/125+1/25# [Since Lowest Common Multiple=125] #(8xx1)/(125xx1)+(1xx5)/(25xx5)# #8/125+5/125# #color(red)(13/125)# Answer link Related questions What is #3/8 -: 2/5#? What is #4##3/10##- ##3# #3/5#? What is #1/2 -: 3/4#? What is #1 1/4 xx 2 4/5#? What is the sum of #3 1/6 + (-5.5)#, expressed as a mixed number in simplest form? Josie had 1 gallon of ice cream. She used #3/10# gallon to make a chocolate milkshake and #3/10#... What is #4/5 -: 6 2/3#? How do you simplify #35/6 + 7/12 - 1 1/3#? How do you add #1/2 + 4/6#? How do you add #3 1/3 + 4 + 2/5#? See all questions in Fractions with Different Denominators Impact of this question 1429 views around the world You can reuse this answer Creative Commons License