How do you evaluate the following expression using decimals?: # 4.136 - 8.2612 + 77/64 + 205/128# Prealgebra Decimals Using Decimals in Math 1 Answer Shwetank Mauria Apr 27, 2016 #4.136-8.2612+77/64+205/128=-1.3205125# Explanation: Here #77/64# and #205/128# have only #2# as prime factors for denominators. In fact they are #2^6# and #2^7# and hence they can be converted into decimal form by multiplying numerator and denominator by #5^6=15625# and #5^7=78125#. Hence #77/64=1.203125# and #205/128=1.6015625#. Hence #4.136-8.2612+1.203125+1.6015625=-1.3205125# Answer link Related questions What is #1.2 * 0.6#? What is #0.9978+0.325#? Bank Account A has $750.92, and Bank Account B $675.44. Account A changes by -$216.38, and... How do you convert 3.9 (9 repeating) to a fraction? How do you convert 0.254 (4 repeating) as a fraction? How do you convert 3/50 to decimal and percentage? How do you find the percent of increase or decrease given Original: 50 and New: 56? The number of students in class increased from 10 to 15. What is the percent increase? What is the percent of increase from $147 annually to $414? How do you convert 2 2/5 into a percent and decimal? See all questions in Using Decimals in Math Impact of this question 2085 views around the world You can reuse this answer Creative Commons License