The distance between two stations is 300 km. Two motor cyclists start simultaneously fr stations and move towards each other. The speed of one of them is 7 km/hr faster than ether. If the distance between them after 2 hours of their start is 34 km, find the apent motor-cyclistગુડ નાઈટ ટાટા બાય ટેક કેર ઓલ ફ્રેન્ડ​

Answers 2

Answer:

The distance between two stations = 300 km

Let the speed of first motorcyclists = x km/h

and speed of second motorcyclists = (x + 7) km/h

Distance covered by the first = 2x km

and distance covered by the second = 2 (x + 7) km = 2x + 14 km

Distance uncovered by them = 300 - (2x + 2x + 14) kms.

According to the condition,

300 - (4x + 14) = 34

300 - 4x - 14 = 34

300 - 14 - 34 = 4x

4x = 300 - 48

4x = 252

x

=

252

4

=

63

Speed of the first motorcyclists = 63 km/h

and speed of second = 63 + 7 = 70 km/h

Check. Distance covered by both of them

= 2

×

63 + 2

×

70 = 126 + 140 = 266

Total distance = 300 km.

Distance between them = 300 - 266 = 34 km.

which is given.

Step-by-step explanation:

Hope this helps you

Thank you

hope it helps you

Step-by-step explanation:

The distance between two stations = 300 km

Let the speed of first motorcyclists = x km/h

and speed of second motorcyclists = (x + 7) km/h

Distance covered by the first = 2x km

and distance covered by the second = 2 (x + 7) km = 2x + 14 km

∴ Distance uncovered by them = 300 - (2x + 2x + 14) kms.

According to the condition,

300 - (4x + 14) = 34

⇒  300 - 4x - 14 = 34

⇒  300 - 14 - 34 = 4x

⇒  4x = 300 - 48

⇒  4x = 252 ⇒ x=2524=63

∴ Speed of the first motorcyclists = 63 km/h

and speed of second = 63 + 7 = 70 km/h

Check. Distance covered by both of them

= 2 × 63 + 2 × 70 = 126 + 140 = 266

Total distance = 300 km.

∴ Distance between them = 300 - 266 = 34 km.

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