A straight road is at a distance of `5sqrt(2)` miles from a place. The shortest distance of the road from the place is in the N.E. direction. Do the following villages which (i) is 6 miles East and 4 miles North from the place lie on the road or no, (ii) is 4 miles East and 3 miles North from the place, lie on the road or not?

A straight road is at a distance of 5sqrt(2) km from a place. The shortest distance of the road from the place is in the N.E. direction. Do the following villages which (i) is 6 km East and 4km North from the place lie on the road or no, (ii) is 4km East and 3km North from the place, lie on the road or not?

A canal is 4 1/2 kms from a place and the shortest route from this place to the cenal is exactly north-east. A village is 3 kms north and 4 kms east from the place. Does it lie on canal?

A straight canal is 4 1/2m i l e s from a place and the shortest route from this place to the canal is exactly north-east. A village is 3 m i l e s north and four miles east from the place. Does it lie by the nearest edge of the canal?

A straight canal is 4 1/2m i l e s from a place and the shortest route from this place to the canal is exactly north-east. A village is 3m i l e s north and four miles east from the place. Does it lie by the nearest edge of the canal?

4 charges are placed each at a distance a from origin . The dipole moment of configuration is . .

Katie hikes 5 miles north, 7 miles east, and then 3 miles north again. What number of miles, measured in a straight line, is katie from her starting point?

An object detected or radar is 5 miles to the east, 4 miles to the north, and 1 mile above the tracking station. Among the following, which is the closet approximation to the distance, in miles, that the object is from the tracking station?

A photographic plate placed at a distance of 5 cm from a weak point source is exposed for 3 s. If the plate is kept at a distance of 10 cm from the source, the time needed for the same exposure is

If the distribution of weight is uniform, then the rope of the suspended bridge takes the form of parabola.The height of the supporting towers is 20m, the distance between these towers is 150m and the height of the lowest point of the rope from the road is 3m. Find the equation of the parabolic shape of the rope considering the floor of the parabolic shape of the rope considering the floor of the bridge as X-axis and the axis of the parabola as Y-axis. Find the height of that tower which supports the rope and is at a distance of 30 m from the centre of the road.

The straight roads intersect at an angle of 60°. A bus on one road is 2 km away from the intersection and a car on tire other road is 3 km away from the intersection. Then, the direct distance between the two vehicles, is