Question

A bird species when diving can travel 4 times as fast a bird b if the total was 170mph what is the fastest speed on both birds

Answer 1

The speeds of the two birds can be determined by using algebra with the given combined speed of 170 mph and the fact that one bird is four times faster than the other. The slower bird travels at 34 mph, and the faster bird at 136 mph.

Step-by-step explanation:

The student's question involves determining the individual speeds of two birds given that one travels at a speed four times faster than the other and their combined speed is 170 mph. To solve this, we can use algebra. Let's call the speed of the slower bird 'x' and thus the speed of the faster bird would be '4x'. Their combined speed is given as 170 mph. We can set up the equation as follows:

x + 4x = 170 mph

This simplifies to 5x = 170 mph, resulting in x = 34 mph. Therefore, the slower bird travels at 34 mph and the faster bird travels at 4 × 34 mph, which is 136 mph. The fastest speed of both birds is 136 mph.