Question

II. Answer the following: 8. If \(\triangle ABC \cong \triangle DEF\), \(\angle A = 100^\circ\) and \(\angle B = 45^\circ\) then \(\angle F =\) _________ 9. ABCD is a rhombus. AC is a diagonal i) Show three pairs of equal parts giving reasons in \(\triangle ABC\) and \(\triangle ADC\). ii) Is \(\triangle ABC \cong \triangle ADC\)? Give reason. iii) Is \(\angle BAC = \angle DAC\)? Give reason. 10. ABCD is a rectangle. AC is a diagonal (Draw a figure). By using SSS Congruence rule Show that \(\triangle ABC \cong \triangle CDA\)

          II. Answer the following:
8. If \(\triangle ABC \cong \triangle DEF\), \(\angle A = 100^\circ\) and \(\angle B = 45^\circ\) then \(\angle F =\) _________
9. ABCD is a rhombus. AC is a diagonal
i) Show three pairs of equal parts giving reasons in \(\triangle ABC\) and \(\triangle ADC\).
ii) Is \(\triangle ABC \cong \triangle ADC\)? Give reason.
iii) Is \(\angle BAC = \angle DAC\)? Give reason.
10. ABCD is a rectangle. AC is a diagonal (Draw a figure). By using SSS Congruence rule
Show that \(\triangle ABC \cong \triangle CDA\)

II. Answer the following:
8. If ABC ≅ DEF, ∠ A = 100^∘ and ∠ B = 45^∘ then ∠ F =
9. ABCD is a rhombus. AC is a diagonal
i) Show three pairs of equal parts giving reasons in ABC and ADC.
ii) Is ABC ≅ ADC? Give reason.
iii) Is ∠ BAC = ∠ DAC? Give reason.
10. ABCD is a rectangle. AC is a diagonal (Draw a figure). By using SSS Congruence rule
Show that ABC ≅ CDA

Added by Victoria Q.

Question

Please give Ace some feedback