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"Make the following sentence negative. As soon as the thief saw the police than he ran away."

"Make the following sentence negative. As soon as the thief saw the police than he ran away." Correct Answer No sooner had the thief seen the police than he ran away

Related Questions

A thief sees a jeep at a distance of 250 m, coming towards him at 36 km/h. Thief takes 5 seconds to realize that there is nothing but the police is approaching him by the jeep and start running away from police at 54 km/h. But police realise after 10 second, when the thief starts running away, that he is actually a thief and gives chase at 72 km/h. How long after thief saw police did catchup with him and what is the distance police had travel to do so?
At 3:40 PM a thief robbed a bank and ran at a speed of 30km/hr. At 4:00 PM the police were informed about the robbery and they started chasing the thief. At what time they will catch the thief if the speed of police is 150% of a thief?
A thief escaped from the jail at 7 a.m. A Policeman got the news about the thief escaping at 10 a.m. The distance traveled by the thief in 3 hrs is 150 km. The speed of the policeman is 20% more than the speed of the thief. Calculate at what time the police will catch the thief?
A thief who is chased by the police escaped in a bike at 36 km/hr. After thief covered a distance of 500 m, the police start chasing him with a speed of 54 km/hr. Every time the police reaches the thief, the thief doubles his speed for 10 seconds and revert back to the original speed. After the end of 4 min, the bike stops because of empty fuel tank. If the mileage of the bike is 29 kmpl, how much fuel was there in the bike before starting (in ml)?
The ratio of the speed of police and thief is 6 : 5. A thief seeing a policeman from a distance of 200 m starts running at a speed of 15 km/hr. The policeman gives chase immediately with his speed and the thief is caught. In how much time (in minutes) the police will catch the thief?
The ratio of the speed of a thief and a policeman is 2 : 3. The thief starts running from point A at the speed of 20 km\hr. After how much time will the police will catch the thief if he is 4200 m away from the thief? 
A thief is spotted by a policeman from a distance of 400 meters. When the policeman started running after the thief, the thief also started running. Assuming the speed of the thief to be 8 km/h and that of the policeman is 10 km/h, how far will the thief have run before he is overtaken by the policeman?
A thief is spotted by a policeman from a distance of 500 m. When the policeman started running after the thief, the thief also started running. Assuming the speed of the thief to be 20 km/hr, and that of the policeman 25 km/hr, how far will the thief run before he is caught by the policeman?
Select the phrase/ connector (it must be at the start) from the given three options which can be used to form a single sentence from the two sentences given below, implying the same meaning as expressed in the statement sentences. The police arrived at the railway station. The suspect saw them, fired three bullets, and ran away. (i) After firing three bullets...... (ii) In watching the police...... (iii) As soon as the police......
A thief is running at the speed of 15 km/hr and a police man is chasing him with the speed of 18 km/hr. After 45 minute police man catch the thief. How much distance is covered by the police man to catch the thief?