The Tank Full Of Petrol In Arun’s Motorcycle Lasts For 10 Days, If

1.	The Tank Full Of Petrol In Arun’s Motorcycle Lasts For 10 Days, If He Starts Using 25% More Every Day For How Many Days Will The Tank Full Of Petrol Last?
Answer» Let us assume that Arun USES X units of petrol everyday. So the amount of petrol in the tank when it is fuel will be 10X. If he started using 25% more petrol every DAY, then the amount of petrol he how uses everyday will be X (1 +25/100) =1.25x Therefore, number of DAYS his petrol will how LAST = Amount of petrol in tank / amount of petrol used everyday = 10x/1.25x = 10/1.25 = 8 Days. Let us assume that Arun uses X units of petrol everyday. So the amount of petrol in the tank when it is fuel will be 10X. If he started using 25% more petrol every day, then the amount of petrol he how uses everyday will be X (1 +25/100) =1.25x Therefore, number of days his petrol will how last = Amount of petrol in tank / amount of petrol used everyday = 10x/1.25x = 10/1.25 = 8 Days.

The Tank Full Of Petrol In Arun’s Motorcycle Lasts For 10 Days, If He Starts Using 25% More Every Day For How Many Days Will The Tank Full Of Petrol Last?

Answer»

Let us assume that Arun USES X units of petrol everyday.

So the amount of petrol in the tank when it is fuel will be 10X.

If he started using 25% more petrol every DAY, then the amount of petrol he how uses everyday will be

X (1 +25/100) =1.25x

Therefore, number of DAYS his petrol will how LAST = Amount of petrol in tank / amount of petrol used everyday = 10x/1.25x = 10/1.25 = 8 Days.

Let us assume that Arun uses X units of petrol everyday.

So the amount of petrol in the tank when it is fuel will be 10X.

If he started using 25% more petrol every day, then the amount of petrol he how uses everyday will be

X (1 +25/100) =1.25x

Therefore, number of days his petrol will how last = Amount of petrol in tank / amount of petrol used everyday = 10x/1.25x = 10/1.25 = 8 Days.