8th Standard English Medium Maths Subject Term 2 Geometry Book Back 2 Mark Questions with Solution Part - II

8th Standard

    Reg.No. :
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Maths

Time : 01:00:00 Hrs
Total Marks : 10

    2 Marks

    5 x 2 = 10
  1. In the figure, find MT and AH.

  2. Mayan travelled 28 km due north and then 21 km due east. What is the least distance that he could have travelled from his starting point?

  3. If ∆ APK is an isosceles right angled triangle, right angled at K. Prove that AP2 = 2AK2.

  4. The diagonals of the rhombus is 12 cm and 16 cm. Find its perimeter. (Hint: the diagonals of rhombus bisect each other at right angles).

  5. I. Construct the following trapeziums with the given measures and also find their area.
    1. AIMS with \(\overset { \_ \_ }{ AI } \) || \(\overset { \_ \_ }{ SM } \), AI = 6 cm, IM = 5 cm, AM = 9 cm and MS = 6.5 cm.
    2. CUTE with \(\overset { \_ \_ }{ CD } \) || \(\overset { \_ \_ }{ ET } \), CU = 7 cm, ㄥUCE = 800 CE = 6 cm and TE = 5 cm..
    3. ARMY with \(\overset { \_ \_ }{ AR } \) || \(\overset { \_ \_ }{ YM } \), AR = 7 cm, RM = 6.5 cm ㄥRAY = 1000 and ㄥARM = 600
    4. CITY with \(\overset { \_ \_ }{ CI } \) || \(\overset { \_ \_ }{ YT } \), CI = 7 cm, IT = 5.5 cm, TY = 4 cm and YC = 6 cm.

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