A horse is tethered to a corner of a rectangular field 80 m by 50 m by a rope of length 7 m . Find the area over which it can graze . Also find the area beyond his reach .

A horse is tethered to one corner of a rectangular field, 60 m by 40 m, by a rope 14 m long. On how much area can the horse graze?

A horse is tethered to one corner of a rectangular field of dimensions 70 m xx 52 m, by a rope of length 21 m. How much area of the field can it graze?

A horse is tethered to one corner of a rectangular grassy field 40 m by 24 m with a rope 14 m long. Over how much area of the field can it graze?

A horse is tethered to one corner of a square plot of side 42 m by a 30 m long rope, then (i) Find the area it can graze (ii) Find the area that will be left ungrazed.

Three horses are tethered with 7 metre long ropes at the corners of a triangular field having sides 20m, 34m and 42m. Find the area of the plot which can be grazed by the horses. Also, find the area of the plot which remains ungrazed.

A horse is tied at the corner of a rectangular field whose length is 20 m and width is 16 m, with a rope whose length is 14 m. Find the area which the horse can graze: (a) 144 sq. m (b) 154 sq. m (c) 156 sq. m (d) 164 sq. m

One side of a rectangular field is 9 m and one of its diagonal is 20 m. Find the area of the field.

One side of a rectangular field is 15m and one of its diagonals is 17m. Find the area of the field.