Multiple ChoiceSolve the proportion using cross products.2.55=p12\(\frac{2.5}{5}\)=\(\frac{p}{12}\) 13views
Multiple ChoiceSolve the proportion using cross products.1338=25n\(\frac{\frac13}{\frac38}\)=\(\frac{\frac25}{n}\)10views
Multiple ChoiceExpress the sentence as a proportion.Two thirds is to one fifth as two fifths is to one ninth.11views
Multiple ChoiceExpress the sentence as a proportion.A car travels 80 miles in 2 hours and 120 miles in 3 hours.9views
Multiple ChoiceExpress the sentence as a proportion.A paint mixture uses 2.5 liters of blue paint for every 4 liters of white paint, and another mixture uses 7.5 liters of blue paint for every 12 liters of white paint.10views
Multiple ChoiceExpress the sentence as a proportion.A trail map shows 3.6 miles in 1.2 hours, while another section shows 7 miles in 2132\(\frac\)13 hours.9views
Multiple ChoiceDetermine whether the proportion is true or false. 1233=3136\(\frac{1\frac23}{3}\)=\(\frac{3\frac13}{6}\) 15views