# SOLUTION: During a publicity campaign, a cycle shop gave away 5000 miniature cycles and bumper stickets. The cycles cost \$0.21 each and the bumper stickers cost \$0.14 each. The cycle stop sp

Algebra ->  -> SOLUTION: During a publicity campaign, a cycle shop gave away 5000 miniature cycles and bumper stickets. The cycles cost \$0.21 each and the bumper stickers cost \$0.14 each. The cycle stop sp      Log On

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 Click here to see ALL problems on Linear-systems Question 313703: During a publicity campaign, a cycle shop gave away 5000 miniature cycles and bumper stickets. The cycles cost \$0.21 each and the bumper stickers cost \$0.14 each. The cycle stop spent \$826 on the gifts. How many of each gift did they buy?Answer by rfer(13569)   (Show Source): You can put this solution on YOUR website!m+b=5000 b=5000-m .21m+.14b=826 .21m+.14(5000-m)=826 .21m+700+.14m=826 .07m=126 m=1800 ---------------- b=5000-1800 b=3200