Math, asked by yeso2973, 10 hours ago

A group of friends are going on a day out to Project Hilsha. They divided their route into 3 equal parts, and planned on maintaining an average speed of 68 km/h on their way to their destination. Their speed for the first and second part were 72 km/h and 88 km/h respectively. What speed should they maintain for the third part of their journey if they are to achieve their target average speed?

Answers

Answered by geetkappur
0

Step-by-step explanation:

let the speed in third part be x km/h

mean = (72+88+x)/3 = 68

160+x = 68*3

160+x = 204

x = 204-160=44

Answered by MAHD1
0

Answer: 68km/h

Step-by-step explanation: We have to find the harmonic mean here because speed is a proportion of two units, distance and time.

The equation---

3/{(1/72)+(1/88)+(1/v)}= 68

Which yields, v = 68km/h

Similar questions