The coach of a cricket team buys 7 bats and 6 ballsfor 3800 later, she buys 3 bats and 3 balls for $ 1750.Find the cost of each bat and each ball About the author Ximena

Answer: Let , cost of 1 bat is x cost of 1 ball is y From your question, The two equation are : 7x + 6y = 3800 ————————————– (i) 3x + 3y = 1750 or x + y = 1750/3 —————————————(ii) From equation (ii) , => 3x + 3y = 1750 => 3x = 1750 – 3y => x = (1750 – 3y) / 3 by putting the value of x in equation (i) We get, => 7 [ (1750 – 3y) / 3 ] + 6y = 3800 => 12250/3 -7y + 6y = 3800 => y = ₹ 283.34 ( Ball ) Putting the value of y in equation (ii) , => x + 283.34 = 1750 => x = ₹ 1466.66 ( Bat ) Hope it helps please mark as brainliest Reply

Answer:Let , cost of 1 bat is xcost of 1 ball is yFrom your question,The two equation are :7x + 6y = 3800 ————————————– (i)3x + 3y = 1750 or x + y = 1750/3 —————————————(ii)From equation (ii) ,=> 3x + 3y = 1750=> 3x = 1750 – 3y=> x = (1750 – 3y) / 3by putting the value of x in equation (i)We get,=> 7 [ (1750 – 3y) / 3 ] + 6y = 3800=> 12250/3 -7y + 6y = 3800=> y = ₹ 283.34 ( Ball )Putting the value of y in equation (ii) ,=> x + 283.34 = 1750=> x = ₹ 1466.66 ( Bat )Hope it helpsplease mark as brainliest