Using the information given, name the right angles in each part of Fig. 2.40.

(a) BA ⟂ BD ⇒ right angle: ∠ABD (at B).
(b) RT ⟂ ST ⇒ right angle: ∠RTS (at T).
(c) AC ⟂ BD ⇒ right angles at C: ∠ACB and ∠DCA.
(d) RS ⟂ RW ⇒ right angle: ∠SRW (at R).
(e) AC ⟂ BD (diagonals) ⇒ all four angles at E, e.g. ∠AEB, ∠BED, ∠DEC, ∠CEA, are right.
(f) AE ⟂ CE ⇒ right angle: ∠AEC.
(g) AC ⟂ CD ⇒ right angle: ∠ACD (at C).
(h) OP ⟂ AB (line of centres ⟂ common chord) ⇒ right angles at K (midpoint of AB): ∠OKA, ∠OKB, ∠PKA, ∠PKB.
Whenever two lines are perpendicular, any angle formed by one arm from each line is \(90^{\circ}\).