In kite pqrs , tq=3 cm and tp=4 cm. what is sp ? enter your answer in the box.

Kite is a quadrilateral in which two disjoint pairs of consecutive sides are congruent

Given: In kite PQRS

where PR and SQ are the diagonals of Kite respectively as shown in the figure given below.

Given: TQ = 3 cm and TP = 4 cm

Let PR is the main diagonal and SQ is the cross diagonal of kite PQRS as shown in figure,  also let T is the intersection point of PQRS.

By Property of Kite, diagonal SQ bisects PR at perpendicular angle i.e, 90 degree.

i,e

Then, in right angle ΔQTP

  [Using Pythagoras theorem]

Substitute the given values of TQ and TP we have;

Also, PQ = SP                    [by definition of kite]

therefore, the side SP = 5 cm.

12

all

2332455

5

Step-by-step explanation: