Mathematics · System of Linear Equations
A dance teacher ordered outfits for students for a dance recital. Outfits for boys cost $26, and outfits for girls cost $35. The dance teacher ordered a total of 28 outfits and spent $881. If b represents the number of outfits the dance teacher ordered for boys and g represents the number of outfits the dance teacher ordered for girls, which of the following systems of equations can be solved to find b and g?
- 126g + 35b = 881 b + g = 28
- 226g + 35b = 28 b + g = 881
- 326b + 35g = 881 b + g = 28✓
- 426b + 35g = 28 b + g = 881
Correct answer
26b + 35g = 881 b + g = 28
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