MAXFORT SCHOOL-ROHINI Summative Assessment – 2 Mathematics for Class VI Name…………………………………….…….. Class…………..……… Date: March 2014 Time: 3 Hour M.M = 80 ======================================================================================= Instructions for the student: 1. Please read the paper carefully and write your answers only on the answer sheet provided separately. 2. Do not attach the question paper with the answer sheet. 3. Copy the questions and its part number correctly in your answer sheet. 4. This paper consists of 3 printed pages. ======================================================================================= Section – A ( 1 X 10 = 10 ) 2 5 Q1. = _______ 50   10 1000 a. 50.25 Q2. b. 50.025 A regular pentagon has _______ line of symmetry. a. 5 b. 2 Q3. c. 50.205 d. 5.205 c. 3 d. 4 c. 4 : 1 d. 1 : 4 c. 3 d. 4 c. means d. extreme term 12.80 m : 320 cm = ________ a. 2 : 1 Q4. b. 1 : 2 An isosceles triangle has _______ line(s) of symmetry. a. 1 b. 2 Q5. If a and b are in ratio then a is called: a. antecedent b. consequent Q6. The cost of 1 pen is Rs. y then the cost of 5 pens is: a. y + 5 b. 5y c. y ÷ 5 The combination of variable ad constant is called ________ d. y - 5 Q7. a. Variable b. Coefficient c. equation If the side of the square field is doubled, then its area will be: d. Expression Q8. a. four tines c. halved d. thrice c. xy - 7 d. ( x +y ) -6 Q9. b. twice 7 taken away from the product of x and y is written as: a. 7 – xy Q10. b. 7 – ( x + y ) The value of x if 105, 30, 42, x are in proportion will be_______ a. 140 b. 147 c. 137 d. 130 Section – B Complete the picture given below such that the vertical line is line of symmetry. Q11. Q12. ( 2 X 8 = 16 ) Construct a segment AB = 8.8 cm. Divide PQ into two equal parts using compass. What is the length of each part? Write each of the statement as an equation: Q13. i. After 16 year Manoj will be 5 times as old as he is now. ii. A number is divided by 7. The quotient is added to 5 and the result is 15. Q14. The angles of a triangle are in the ratio 3 : 2 : 1. Find the angles. Q15. Fill the missing numbers in the following table: Side A Area 1 1 2 4 3 9 4 16 5 6 7 8 Q16. In a camp, provision is there for 500 scouts for 12 days. If instead of 500, there are 600 scouts, how long will this provision last? Q17. Solve for y: 16 – y = 9 Q18. Find the cost of fencing a rectangular park of length 270 m and breadth 225 m at the rate of Rs. 10 per meter. Q19. The following graph shows the number of cars sold in 2012.Read the information carefully and answer 7000 6000 5000 4000 No. of cars sold in the year 2012 3000 2000 1000 0 i. ii. iii. iv. How many cars are sold in Ambala? In which city maximum numbers of cars are sold? In which city 2500 cars were sold? In which city minimum numbers of cars are sold? Section – C Q20. Using compass, construct an angle of 105⁰. Q21. i. Write the statement for each of the following: 3x – 5 = 16 Q22. Find the area of Shaded region: ( 3 × 8 = 24 ) ii. ab – c = z 7cm B A 1 cm 5cm D G E 3 cm F C Q23. The following pictograph shows the means of transport used by students of class VI is shown below. Read the pictograph and answer the following Questions Mode of transport Number of students Bicycle School Bus Public bus Cars Walking i. ii. iii. Q24. Q25. i. ii. iii. = 5 students How many students use car as a mode of transport How many students use bicycle and walking Which is the most common mode of transport Fine the perimeter of a regular Hexagon with each side measuring 13 cm. Vishal’s monthly salary is Rs.4250. If his monthly expenditure is Rs 3500 , Find the Ratio of : His Salary to his expenditure His Savings to his expenditure His Saving to his Salary Construct ∠XOZ = 90° with the help of protractor, draw a ray bisecting ∠XOZ using ruler and compass. Q27. The length and the breadth of a play ground are 52m and 35m respectively. Find the cost of turfing it at Rs 3.50 per sq. m. Q28. Draw the mirror image of following: a. b. Q26. Section – D Q29. ( 5 × 6 = 30 ) The number of visitors to an exhibition organized by a school is as follow: Days No. of visitors 1st 400 2nd 450 3rd 600 4th 500 5th 650 6th 500 7th 850 Represent the information on a bar graph. Q30.a. A man had Rs.100. He gave Rs. 49 and 5 paise to his son and rest of money to hid daughter. How money his daughter got? b. Find the area of a rectangle whose length is 18.60 m and breadth is 7m and 5 cm. Q31. A square and a rectangular plot of a land have same perimeter. If the square plot is of side 40m and rectangular plot is of length 5000cm, find the area of two plots. Q32. Solve: a. 9 - t = - 4 b. - 6 + s = -10 Q33. A father and his son are respectively 50 year and 20 years old. Find the ratio of father’s age to his son’s age, when: i. The son was 10 year old; iv. the father will be 75 year old; ii. The father was 35 year old; v. their present age. iii. The son will be 40 year old; Q3. Write each of the statement as an equation: iii. iv. v. vi. vii. After 16 year Manoj will be 5 times as old as he is now. A number is divided by 7. The quotient is added to 5 and the result is 15. The sum of three odd composite numbers is 68. The difference between 10 and p equals 4. 5 added to the product of 2 and z equals 20. ==============