Question

15. Which statements are true about

Answer 1

Answer:

$EG \perp FH$

$m\angle EFH = 45^\circ$

Step-by-step explanation:

Given

See attachment for square EFGH

Required

Select the true statements

The sides of the square are EF, FG, GH and HE while the diagonals are: EG and FH

The diagonals of a square meet at $90^\circ$ . This implies that: EG and FH are perpendicular i.e. $EG \perp FH$

Also, the diagonals divide the angles at the edges ($90^\circ$) into two equal angles ($45^\circ$)

This means that:

$m\angle EFH = 45^\circ$

The other two options are false.

i.e.

$EP \ne EH$

$FP \ne 2(EG)$

Answer 2

Answer:

Step-by-step explanation: