http://www.math3g.com/Site/Ratios.html This easy-to-use application compares ratios and solves for proportional unknowns. For example, is $25 for a package of three light bulbs a better value than $39 for five? Ratios makes comparisons like this easy. It also solves for unknowns. For example, if a dog needs 2 tablets per 15 pounds and weighs 53 pounds, how many tablets are needed? From comparing special offers to scaling recipes, budgets, or material lists, this app allows ratio problems to be solved as they appear. It is a simple application that can quickly pay for itself while making ratios user-friendly. The web page tabs “Ratios Solve” and “Ratios Compare” show how to use the application. Thank you for your interest in this software. http://www.math3g.com/Site/Ratios.html#0 d8c05c10-6107-4a86-9778-7ad3a5d2adce http://www.math3g.com/Site/Ratios_files/Media/Ratio512.jpg?derivative=thumb http://www.math3g.com/Site/Ratios_files/Media/Ratio512.jpg?derivative=micro <div style="padding: 0px; " class="image_cluster_layout_style_default_External_324_14"><div class="image_cluster_layout_style_default"><p style="padding-bottom: 0pt; padding-top: 0pt; " class="Caption">Ratios Icon</p></div></div> http://www.math3g.com/Site/Ratios.html#1 ddf4affb-724d-4712-a757-db74651535c2 http://www.math3g.com/Site/Ratios_files/Media/Ratios1101.jpg?derivative=thumb http://www.math3g.com/Site/Ratios_files/Media/Ratios1101.jpg?derivative=micro <div style="padding: 0px; " class="image_cluster_layout_style_default_External_324_14"><div class="image_cluster_layout_style_default"><p style="padding-bottom: 0pt; padding-top: 0pt; " class="Caption">Ratios Compare Example</p></div></div>