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 Question 1 A ladder, as shown in the picture, is 17 feet tall. It is inclined on a wall and reaches 15.5 feet high. What is the approximate distance of its base from the wall? A. 7.25 feet B. 4.234 feet C. 8.75 feet D. 6.98 feet
 Question 2 A monitor, as shown in the picture, is 15.5 inch wide and 11 inch tall. What is the approximate diagonal length of that monitor? A. 18 inch B. 21 inch C. 19 inch D. 17 inch
 Question 3 Which of the following set of length will not make a right angle triangle? A. 5, 12, 13 B. 3, 4, 5 C. 6, 8, 10 D. 5, 11, 14
 Question 4 Diagonal of a square is 7√2. What is the width of that square? A. 2 B. 7 C. 14 D. 49
 Question 5 The radius of the top of a cup is 2 inch and the radius of the bottom is 1 inch. Length of the side is 4 inch. Find the approximate height of that cup. A. 2.87 inch B. 3.87 inch C. 2.23 inch D. 4.12 inch
 Question 6 A tree makes 6.2 meter long shadow. Distance from the tip of the tree to the tip of the shadow is 7.5 meter. Calculate the approximate height of that tree. A. 4.22 meter B. 5.07 meter C. 8.442 meter D. 4.332 meter
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 Question 7 The lengths of the perpendicular sides of a right angled triangle are 32 cm and 60 cm. Calculate the length of its hypotenuse. A. 46 cm B. 68 cm C. 92 cm D. 50.75 cm
 Question 8 Length of a perpendicular side of a right angled triangle 12 inch. Length of its hypotenuse is 20 inch. Calculate the length of its other perpendicular side. A. 14 inch B. 15 inch C. 16 inch D. 40 inch
 Question 9 Width of a square is x. Its width is increased to twice its original width. What will be the change in the length of its diagonal? A. 4 times increase B. √2 times increase C. 2 times increase D. 2√2 times increase
 Question 10 Width of a rectangle is x and length is twice its width. Its width is increased to twice its original width and its length is increased to three times its original length. What will be the change in the length of its diagonal? A. 2√5 times increase B. √6 times increase C. 5√2 times increase D. √8 times increase
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