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1 MODEL TEST PAPER SUMMATIVE ASSESSMENT-I SOLVED Time : 3 hrs. Maximum Marks: 80 General Instructions. Section-A consists of 8 parts carrying 1 mark each Section-B Q2 to Q11 carry 2 marks each Section-C Q12 to Q20 carry 3 marks each Section-D Q21 to Q25 carry 5 marks each ============================================ Q.1. Choose the correct answer- SECTION -A (a) Which of the following Roman symbol is never repeated? (i) I V (b) How many whole numbers are not natural numbers? (i) (c) H.C.F of two consecutive numbers is always- (i) 1 2 (d) A triangle having one angle 90º is called- (i) Acute angled triangle Right angled triangle X C 0 4 (e) A is a closed curve made up of entirely line segments. (i) Circle None of these Obtuse angled triangle None of these. Polygon (f) Which of the following is incorrect? (i) Line AB is same as BA Line segment AB is same as line segment BA 47

2 Ray AB is same as ray BA Both and are incorrect (g) The greatest natural number is- (i) 1 crore 10 crore 10 Arabs None of these (h) The prime factorization of 48 is- (i) SECTION -B Q.2 What is the measure of one complete angle? Q.3 What should be subtracted from 4 to get 6? Q.4 From the given figure- (a) Write a pair of parallel lines (b) Two lines whose point of intersection is N L E S N A B Q.5 Find the sum by suitable rearrangement: (Mention property used) Q.6 Find all the factors of 54 and write the sum of even factors. Q.7 Fill in the blanks: (a) Minimum sides are required to form a polygon. (b) One complete angle is equal to complete revolution of handsclock. Q.8 Replace by >, < or = (a) ( 2) + ( 5) ( 7) + (3) (b) ( 5) + (4) ( 7) ( 6) Q.9 Round off the given number to the nearest hundred and find the estimated answer: C T F M D 48

3 Q.10 Look at the figure and name the following (a) Two diagonals (b) A pair of adjacent sides Q.11 Find the value of the following: 32 ( 65) + 25 Q.12 Find the L.C.M. of 16, 24, 36. SECTION -C Q.13 Construct three circles with centre O and radii 2cm, 3cm and 4cm, respectively. What are such circles called? Mark a point P in the interior of all the circles. Mark a point R in the exterior of all the circles. Q.14 Study the pictograph and answer the question below. = 10 Students E D A C B Class I Number of students on Roll II III IV V VI (i) Which class has the maximum number of students on Roll? How many students are on Roll in class V. How many students are on Roll from class II to VI. Q.15 Write the smallest 6- digit number by using the digits 4, 0, 1, 3 and 5. Multiply this number by 428 and find the product. 49

4 Q.16 Three cans of water contain 825 litres, 675 litres and 450 litres of water respectively. Find the capacity (in litres) of the biggest container which can measure the water in the three cans exactly. Q.17 Madhuban Housing society has 7 buildings with 24 flats each in Block A and 20 buildings with 51 flats each in Block B. How many flats are there in the society? Q.18 (i) What is the sum of the greatest negative integer and the smallest positive integer? Draw a number line and show an integer which is 3 less than 1. Q.19 (i) A boy is standing facing towards the east. Find the kind of angle if he moves. i) Clockwise from east to south west ii) Anticlockwise from east to south east At which point does the minute hand of a clock stop if it starts at 3 and makes ½ a revolution, clockwise? Q.20 Find the greatest number of 5- digit which is exactly divisible by 14, 21, 35, 42 & 63. SECTION -D Q.21 (i) Subtract ( 31) from 59 and then 59 from ( 31). Is 59 ( 31) = ( 31) 59? Arrange the integers in descending order. 3, 4, 0, 6, 8, 5 and 1 Q.22 Observe the figure and answer the following questions given below: G S P K O N T R (i) Name the centre of the inner and the outer circle. Name the radii of the inner circle. Name the diameter of the outer circle. 50

5 (v) Name the chord of the inner circle. Name the chord of outer circle. Q.23 (i) Fill in the blanks: (a) Every prime number except is an odd number. (b) Two consecutive odd prime are known as. (c) 4 and 15 are (Co primes/ prime numbers). (d) A of a number is exactly divisible by the number itself. Complete the pattern: = = = = = Q.24 Study the information from the table given below about the number of students on roll of a certain school for various years. Draw a bar graph to represent this information by taking appropriate scale.(attach a graph sheet) Year No. of students Q.25 Ronit house is 9/10 km from his school. He walks some distance then took a bus for half km upto the school. How far did he walk? ==================================================================== 51

6 Q.1. (a) (b) (i) (c) (i) (d) Q º Q Q.4. (a) AB CD (b) LM and ST SOLUTION SECTION-A 52 (e) (f) (g) (h) (i) SECTION- B Q.5. ( ) +146 = =1346 (By associative property) Q.6. Factors of 54=1, 2, 3, 6, 9, 18, 27, 54 Sum of even factors= =80 Q.7. (a) 3 (b) 1 Q.8. (a) (b) = Q = = 2400 Estimated Ans Q.10. (a) EC and BD (b) ED and DC Q ( 65) =58 Q , 24, , 12, , 6, 9 3 2, 3, 9 2 2, 1, 3 3 1, 1, 3 1, 1, 1 L.C.M= = 144

7 Q.13. 3cm 2cm O P R They are called concentric circles Q.14. (i) VI class 70 students 340 students Q.15. 4, 0, 1, 3, 5 = ,29,47,660 Q.16. H.C.F of 825, 675 and 450 should 5 825, 675, , 135, , 27, 18 11, 9, 6 =75 L container Q.17. Total Flats in Block A = 24 7 = 168 Total Flats in Block B = 51 20= 1020 Total Flats in the Society = Q.18. (i) Greatest= 1 Positive = 1 their Sum = 1+1=0 53

8 Ans is 4 Q.19. (i) (a) Obtuse angle (b) Reflex angle At 9 it will stop Q.20. We have to take the L.C.M of 14, 21, 35, 42, , 21, 35, 42, , 3, 5, 6, 9 3 1, 3, 5, 3, , 1, 5, 1, , 1, 1, 1, L.C.M= = Now, Greatest number of digit is = Therefore, required greatest number of 5 digit which is divisible by 630 = = 9540 Q.21. (i) 59 ( 31) then =90 90 No 59 ( 31) ( 31) 59 8>4>1>0> 3> 5> 6 Q.22. (i) Centre 0 OK 54 PT SN Q.23. (i) (a) 2 (b) Twin prime (c) Coprimes (d) Multiple = = =8888 W N S E

9 = = Q.24. Bar graph Y Number of Students Q.25 Total distance = 9 10 km Year X Distance covered by bus= 1 2 km Distance covered by foot= km ========================================= 55

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