Emma, Oliver and Elice are playing hide and seek. Oliver is 40 m south of Emma and Elice is 50 m east of Oliver. How far is Emma from Elice (2 d.p)?

What is the length of the cable used to stabilise a flagpole that is 20 metres high, if the cable is secured to the ground 5 m from the base of the flagpole (2 d.p)? 

Find the perimeter of a rectangle whose length is 100 m and the diagonal is 125 m

For this square pyramid, find the slant height \(\text{TU}\) to 2 decimal places. The perpendicular distance drawn from \(\text{T}\) to the base is 14 cm, \(\text{O}\) is the centre of the base and \(\text{PQ = 5}\)

A bird was sitting 10 metres from the base of a banyan tree and flew 20 metres to reach the top of the tree. How tall is the tree, correct to 2 decimal places?

Emma, Oliver and Elice are playing hide and seek. Oliver is 40 m south of Emma and Elice is 50 m east to Oliver. How far is Emma from Elice, correct up to 2 decimal places?

What is the length of the cable used to stabilise a flagpole that is 20 metres high, if the cable is secured to the ground 5m from the base of the flagpole, correct to two decimal places?

Find the perimeter of a rectangle whose length is 100 m and the diagonal is 125 m.

Find the length of the diagonal of a square with sides of length 5 metres (2dp).

Find the value of \(x\) correct to 1 decimal place.

Calculate the area of the rectangle.

Find the perimeter of the quadrilateral \(A B C D\) (correct to 1 decimal place)

On the number plane shown, find the exact distance between the points \(A(2,3)\) and \(C(-1,-2)\)

A ship sails \(48\) kilometers east and 14 kilometers north. How fan is it from its starting point.