1. Two birds start ying from the tops of two towers 50 feet apart; one tower...

  

Transcribed Image Text:

1. Two birds start ying from the tops of two towers 50 feet apart; one tower is 30 feet high and the other 40 feet high. Starting at the same time and ying at the same rate, the birds reach a fountain between the bases of the towers at the same moment. How far is the fountain from each tower? I K 12. Problem 54. Find a number such that if 7 is added to it and the sum multiplied by the root of 3 times the number, then the result is 10 times the number. [Hint: To solve the equation (x +7)√√3x = 10x, put 1 X= ²; this yields y² + 21 = 10y.] 1. Two birds start ying from the tops of two towers 50 feet apart; one tower is 30 feet high and the other 40 feet high. Starting at the same time and ying at the same rate, the birds reach a fountain between the bases of the towers at the same moment. How far is the fountain from each tower? I K 12. Problem 54. Find a number such that if 7 is added to it and the sum multiplied by the root of 3 times the number, then the result is 10 times the number. [Hint: To solve the equation (x +7)√√3x = 10x, put 1 X= ²; this yields y² + 21 = 10y.]

Answer rating: 100% (QA)

1 Lets first label the towers Tower A is the 30feet high tower and Tower B is the 40feet high towe... View the full answer