A hypothetical study asked 140 women and 20 men how much they spent monthly. The relative frequency graphs are displayed below. Include the left-hand value; that is for example that 14% of women spent...

Extracted text: A hypothetical study asked 140 women and 20 men how much they spent monthly. The relative frequency graphs are displayed below. Include the left-hand value; that is for example that 14% of women spent between 0<><50 dollars.="" are="" men="" or="" women="" more="" likely="" to="" spend="" more="" than="" 150="" dollars?="" relative="" frequency="" relative="" frequency="" 0.35="" 0.35="" 0.35="" 0.3="" 0.3="" 0.3="" 0.25="" 0.25="" 0.21="" 0.2="" 02="" 0.15="" 014="" 0.15="" 015="" 0.15="" 0.1="" 0.1="" 007="" 0.07="" 007="" 0.07="" 0.0s="" 005="" 0.05="" 100="" 400="" 150="" 250="" 200="" women="" 200="" 100="" men="" men,="" because="" they="" have="" a="" higher="" proportion="" than="" women.="" women,="" because="" there="" are="" more="" women="" than="" men.="" men="" because="" there="" are="" more="" men="" than="" women="" women,="" because="" they="" have="" a="" higher="" proportion="" than="">