Solve question 10 by using the previous examples to help and the scenario I stated

son S. Analyzing Li 7. Kaylee is selling candles to raise money for her lacrosse team. The large candles sell for $25 each and the small candles sell for $10 each. She needs to raise $600. Write a function to represent how many of each type of candle Kaylee needs to sell. Draw the graph of the function. If she sells only large candles, how many candles does she need to sell? If she sells only small candles, how many candles does she need to sell? 600 = 25L+ 105 600= 10s 10 10 600 = 25L- L= 24 5= 60 25 25 8. Jerome knits scarves and hats for charity. Scarves require 4 skeins of yarn and hats require 2 skeins of yarn. Jerome has 24 skeins of yarn. Write a function to represent the combination of scarves and hats he can knit. Draw the graph of the function. If Jerome knits only scarves, how many can he knit? If he knits only hats, how many can he knit? To sides smith 24= 45+ 2h 24 = 45 24:24 14 5 = 6 2 = 12 9. A farmer raises goats and cows. Each goat requires 400 square feet of grazing area and each cow requires 1,200 square feet of grazing area. The farmer has 36,000 square feet for grazing area. Write a function to represent the combination of goats and cows that the farmer can raise. Use technology to graph the function. If the farmer raises only cows, how many can he raise? If the farmer raises only goats, how many can he raise? 36 000 = 4009+1, 200c 36, 000 = 1, 200C 1 36, 00 01 = 4008 1, 200-24/200 400 708 9= 90 10. The graph of a function is shown. Write a scenario that could be represented by the graph. sage sells jewlery for their shop . Every bracelet ( x ) 10 - 10 -9 8 -7 6 5 4 13 2 -1 0 1 2 3 4 5 6 7 8 9 10