Question

Luis can spend up to $240 buying men’s and women’s shirts for his club. Men’s shirts cost $8 each and women’s shirts cost $12 each. He needs to buy at least 3 of each type of shirt. Also, the women’s shirts must be at least twice the number of men’s shirts.

Which combinations of men’s and women’s shirts can Luis buy?

Choose all answers that are correct.

A. 4 men’s shirts and 9 women’s shirts

B. 5 men’s shirts and 8 women’s shirts

C. 6 men’s shirts and 15 women’s shirts

D. 7 men’s shirts and 17 women’s shirts

Answer 1

@AdityaOS

Answer 2

I have D for one answer

Answer 3

I think

Answer 4

B option incorrect since women's shirt is not twice of men's shirt

Answer 5

for option A 12*9 = 108
and 8*4 = 32

108+32=140 which is less than 240 so it is also correct

Answer 6

as for c option for women => 12*15=180
and for men 8*6 = 48
180+48 = 228 again less than 240 so correct

Answer 7

no for option D => women => 12*17= 204
for man => 8*7 = 56

here 204 + 56 = 260 which is greater than 240 hence wrong option

Answer 8

Thank you. I really appreciate you helping me. Thanks again

Answer 9

it's ok
no problem