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Home
SSC CGL Maths Test 125
SSC CGL Maths Test 125
Result
SSC CGL Maths Test 125
/
Score
-
Rank
Time Taken:
-
Question
1/10
1 / -0
When 0.151515.....is converted into a fraction, then the result is
Correct
Wrong
Skipped
A
5/33
Correct
Wrong
Skipped
B
17/33
Correct
Wrong
Skipped
C
9/11
Correct
Wrong
Skipped
D
7/33
Solutions
Given expression is: y =
0.151515... ----------(i)
Multiplying with 100 on both sides, we get
100y = 15.1515…. ----------(ii)
Subtracting these two equations, we get
99y = 15
⇒
y = 15/99 = 5/33
Question
2/10
1 / -0
Three persons whose speed is in the ratio 4:3:5 are walking. find the ratio of the time in which they reach their destination.
Correct
Wrong
Skipped
A
4:3:5
Correct
Wrong
Skipped
B
5:3:4
Correct
Wrong
Skipped
C
15:9:20
Correct
Wrong
Skipped
D
15:20:12
Solutions
ratio of speed=4:3:5
ratio of time=1/4:1/3:1/5=15:20:12
Question
3/10
1 / -0
The cost price of 50 cups is equal to the selling price of 40 cups. The percentage of profit in the transaction is:
Correct
Wrong
Skipped
A
15%
Correct
Wrong
Skipped
B
20%
Correct
Wrong
Skipped
C
25%
Correct
Wrong
Skipped
D
30%
Solutions
Short Trick:
50CP = 40SP
⇒ CP/SP = 4/5
Profit % = (1/4) × 100 = 25%
Alternate Method:
C.P. of 50 cups = S.P. of 40 Cups = m
Hence, C.P. of 1 cup = m/50
And S.P. of 1 cup = m/40
So, profit of 1 cup = m/40 – m/50 = 10m/2000 = m/200
Hence, Profit % = (Profit/C.P. of 1 cup) × 100
Profit % = [(m/200)/(m/50)] × 100
= (50 × 100 × m)/(200 × m)
= 25%.
Question
4/10
1 / -0
A's salary is 50% more than that of B's. Then B's salary is less than that of A by:
Correct
Wrong
Skipped
A
50%
Correct
Wrong
Skipped
B
Correct
Wrong
Skipped
C
Correct
Wrong
Skipped
D
Solutions
Let the salary of B = Rs. 100,
then the salary of A = Rs. 150
∴
B’s salary is less than that of A by
.
Question
5/10
1 / -0
Δ XYZ is right angled at Y. If
∠
Z = 30 °. What is the length of YZ (in cm), if ZX = 9 cm?
Correct
Wrong
Skipped
A
6√3
Correct
Wrong
Skipped
B
9√3/2
Correct
Wrong
Skipped
C
3√3
Correct
Wrong
Skipped
D
18
Solutions
Question
6/10
1 / -0
The average marks obtained by a student in 6 subjects is 88. On subsequent verification it was found that the marks obtained by him in a subject was wrongly copied as 86 instead of 68. The correct average of the marks obtained by him is:
Correct
Wrong
Skipped
A
86
Correct
Wrong
Skipped
B
87
Correct
Wrong
Skipped
C
85
Correct
Wrong
Skipped
D
84
Solutions
Required average:
Question
7/10
1 / -0
A bag contains Rs 240 in coins of denominations of 50 paise, 25 paise and 10 paise are in the ratio of 5:6:8. Find the number of 25 paise coin is.
Correct
Wrong
Skipped
A
240
Correct
Wrong
Skipped
B
300
Correct
Wrong
Skipped
C
276
Correct
Wrong
Skipped
D
160
Solutions
Let the number of coin of 50 paise, 25 paise and 10 paise are 5x , 6x and 8x respectively.
A.T.Q
= 240
96 X = 240 × 20
∴
X = 50
Required ans is = 6×50 = 300
Question
8/10
1 / -0
ABCD is a square. draw an equilateral triangle PBC on side BC considering BC is a base and an equilateral triangle QAC on diagonal AC considering AC is a base. Find the value of
Correct
Wrong
Skipped
A
Correct
Wrong
Skipped
B
1
Correct
Wrong
Skipped
C
Correct
Wrong
Skipped
D
Solutions
Side of square = x units
Diagonal of square
=
units
=
Question
9/10
1 / -0
In a division sum, the divisor is 10 times the quotient and 5 times the remainder. If the remainder is 46, then the dividend is
Correct
Wrong
Skipped
A
4236
Correct
Wrong
Skipped
B
4306
Correct
Wrong
Skipped
C
4336
Correct
Wrong
Skipped
D
5336
Solutions
Divisor = 5 × Remainder
Quotient
∴
Dividend = Divisor × Quotient + Remainder
Question
10/10
1 / -0
H.C.F. and L.C.M. of two numbers are 14 and 462, If one number is 42 then what is other number?
Correct
Wrong
Skipped
A
142
Correct
Wrong
Skipped
B
168
Correct
Wrong
Skipped
C
156
Correct
Wrong
Skipped
D
154
Solutions
Let second number be x:
1
st
number x 2
nd
number = L.C.M x H.C.F
2
nd
number =
Re-attempt
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Correct (
-
)
Wrong (
-
)
Skipped (
-
)
1
2
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4
5
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9
10
Re-attempt
-
Correct (
-
)
Wrong (
-
)
Skipped (
-
)
1
2
3
4
5
6
7
8
9
10
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