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THERE ARE 7 QUESTIONS IN THIS PAPER
MATHS SUMMATIVE II - Example of Summative II (10/03/2014). In real exam you won't get same questions. Numbers would change.
The solution provided here would help students learn better.
Marks 80 Time: 2.5 hours
Q 1 Choose the correct options:
1) The correct fraction for 8 hours and a day is
a) 1/4
b) 1/3
c) 1/8
d) 1/6
Solution: Now 1 day = 24 hours. So what is the fraction of 8 hours to 24 hours which is 8/24 = 1/3 so answer is 1/3
2) _______ is the perimeter of a triangle with sides 4-6-8
a) 12
b) 18
c) 32
d) 20
Answer: Perimeter is nothing else but summation of sides, therefore we get: 4+ 6 + 8 = 18
Hence the answer is 18
3) What is the area of a square with side 1 cm?
a) 1 cm2
b) 10 cm2
c) 100 cm2
d) 11 cm2
Answer: Area of a square is s2 where s = length of 1 side. There for area of 1 cm side = 1 x 1 = 1 cm2
4) Expression for -p divided by 8 is ____________
a) -p/8
b) -8/p
c) -8p
d) -8+p
Solution: This is an example of algebra equation. In std VI we have elementary algebra and equations.
Here -p divided by 8 is -p/8 that is the answer
5) The solution of the equation x + 7 = 10 is
a) 2
b) 1
c) 3
d) 4
Solution: x+ 7 = 10 therefore taking 7 on right hand side the sign of 7 changes to -7 so we get
x = 10-7 = 3
6) Ram earns Rs. 1500 and spends Rs. 150, what is the ratio of earning to expenditure
a) 10: 1
b) 1: 10
c) 1500 : 1
d) 1: 150
Solution: Ratio of earning to expenditure = 1500/150 = 10 / 1 which in ratio form we get 10 : 1
7) The diameter of a circle is 0.02 mt. The radius is to be ____ mt.
a) 0.01
b) 0.04
c) 0.1
d) 0.4
Solution: Radius of circle = diameter of circle/2 = 0.02 /2 = 0.01 mt
8) The square has _______ symmetrical lines
a) 2
b) 4
c) 3
d) 5
9) The cost of 2 notebooks is Rs. 12; the cost of 8 note books is _____ Rs.
a) 20
b) 120
c) 48
d) 60
Solution: Use cross multiplication
Rs. 12 ======= 2 notebooks
? ========= 8 notebooks
Therefore ? x 2 = 12 x 8
? = 12x 8 /2 = 48 Rs.
10) Radius is what fraction of diameter?
a) 1/2
b) 1/4
c) 3/4
d) 2/3
Solution: Radius is half of diameter, therefore in fraction we have 1/2