Question:

Level 3

ABCD is a rhombus. Find ∠z.

ABCD is a rhombus. Find ∠z.

4 m

Level 3

In the figure, ABCD is a trapezium and ADEH is a rhombus. AD is parallel to BC and DE = DF. HDC and DGF are straight lines. ∠DAH = 38° and ∠GDH = 47°. Find

In the figure, ABCD is a trapezium and ADEH is a rhombus. AD is parallel to BC and DE = DF. HDC and DGF are straight lines. ∠DAH = 38° and ∠GDH = 47°. Find

- ∠ADC
- ∠DFE

5 m

Level 3

In the figure, PRT and QRS are straight lines. RP = RQ and SR = ST. If ∠QPR = 55°, find

In the figure, PRT and QRS are straight lines. RP = RQ and SR = ST. If ∠QPR = 55°, find

- ∠PRS
- ∠RST

5 m

Level 3

WXYZ is a rhombus, STZ and XTY are straight lines. If XT = TZ, ∠TZY = 18° and ∠VXY = 31°, find

WXYZ is a rhombus, STZ and XTY are straight lines. If XT = TZ, ∠TZY = 18° and ∠VXY = 31°, find

- ∠TYZ
- ∠VST

5 m

Level 3

AFED and ABCE are two different parallelograms. Given that ∠DAE = 35° and ∠ABC = 75°, find

AFED and ABCE are two different parallelograms. Given that ∠DAE = 35° and ∠ABC = 75°, find

- ∠AED
- ∠FEC

5 m

Level 3

In the figure, given that FBDE is a rhombus and ACE is a triangle, find

In the figure, given that FBDE is a rhombus and ACE is a triangle, find

- ∠x
- ∠y

5 m