How do you write two decimals that are equivalent to #2.50#? Prealgebra Decimals Decimals and Place Notation 1 Answer Alan N. · MathFact-orials.blogspot.com Mar 10, 2018 How about: #2.4dot9 and 0.25xx10^1# Explanation: (i) #2.4dot9# (read "2.4 9 recurring") is equivalent to 2.50 since rounding the infinite decimal at any finite point will result in #2.50# (ii) #2.50# would not usually be written in scientific notation (as it is #2.5 xx 10^0#). However it could be written as #0.25 xx 10^1# Answer link Related questions What is 0.365 as a fraction? What are decimals? How do you change 7/8 to a decimal and percent? What is decimal notation? How do you convert fractions to decimal notation? How do you find the decimal notation of a percent? What is 7.351 round to 1 decimal place? What's a terminating decimal? How do you write two decimals that are equivalent to 5.300? How do you write two decimals that is equivalent to 3.7? See all questions in Decimals and Place Notation Impact of this question 12232 views around the world You can reuse this answer Creative Commons License