Question

rahul has covered 40% of the distance and still has to travel 192 km more to reach his destination. how far is his destination from the initial point of journey?... PLZ answer with solutions​

Answer 1

Answer:

very easy the answer is 320km

Step-by-step explanation:

let the total distance travelled be x

now Rahul covered 40% of x and still he has to travel 192km

i.e he has to travel more 60% of x distance

so we get the equation as

$\frac{60}{100} x = 192$

solve it you will get

$x = 320km$

Answer 2

Let the total distance be x
According to the question,
60% of x is 192
So 60/100*x= 192
X= 192*100/60
X= 320
So total distance= 320km
Now distance from initial point=40/100*320= 128km
ALTERNATIVE METHOD
40/100*x= x-192
4x/10=x- 192
So, 192= x- 4x/10
192= 10x-4x/10
192= 6x/10
1920= 6x
320= x
So distance from initial point= 320-192= 128