Question 14 MarksKunal saw a chart on which several letters were written .1. How many of these letters have no line of symmetry ?(a) 1$\quad$(b) 2$\quad$(c) 3$\quad$(d) 42. How many of these letters have exactly one line of symmetry ?(a) 10$\quad$(b) 9$\quad$(c) 8$\quad$(d) 73. How many of these letters have exactly two lines of symmetry ?(a) 1$\quad$(b) 2$\quad$(c) 3$\quad$(d) 44. How many of these letters have three or more lines of symmetry ?(a) 0$\quad$(b) 1$\quad$(c) 2$\quad$(d) 3Answer1. D$\quad$2. B$\quad$3. D$\quad$4. AView full question & answer→
Question 24 MarksSamar made cut-outs of five different quadrilaterals. He tried to fold each one of them in order to understand how many lines of symmetry each one of them possessed. The five quadrilaterals are shown below .1. Which of the above five quadrilaterals has/have the highest number of lines of symmetry ?(a) B$\quad$(b) B and D$\quad$(c) B and C$\quad$(d) B ,C and D2. Which of the above five quadrilaterals has/have exactly two lines of symmetry ?(a) A$\quad$(b) A and D$\quad$(c) C and D$\quad$(d) A ,C and D3. Which of the above five quadrilaterals has/have no line of symmetry ?(a) E$\quad$(b) A$\quad$(c) A and E$\quad$(d) A and D4. How many lines of symmetry does quadrilateral B have ?(a) 2$\quad$(b) 4$\quad$(c) 8$\quad$(d) Infinitely manyAnswer1. A$\quad$2. C$\quad$3. A$\quad$4. BView full question & answer→