Olympiad Verbal - Using letters for numbers
Exam Duration: 45 Mins Total Questions : 25
Find the missing number that will balance the equation.
\(4\times3+3=6+4+[?]\)
- (a)
3
- (b)
5
- (c)
7
- (d)
4
In the letter stand for numbers. Work out the answer to each sum, find its letter and identify the correct option.
If P = 3, Q = 10, R = 7, and 5 = 14 then 5 - R + P = [?]
- (a)
P
- (b)
Q
- (c)
R
- (d)
S
In the letter stand for numbers. Work out the answer to each sum, find its letter and identify the correct option.
If P = 7, Q = 8, R = 14, and 5 = 15 then P + 5 - Q = [7]
- (a)
S
- (b)
R
- (c)
Q
- (d)
P
In the letter stand for numbers. Work out the answer to each sum, find its letter and identify the correct option.
If P = 5, Q = 6, R = 9, and 5 = 8 then P + R - Q = [?]
- (a)
Q
- (b)
R
- (c)
S
- (d)
P
In the letter stand for numbers. Work out the answer to each sum, find its letter and identify the correct option.
If P = 8, Q = 12, R = 24, and 5 = 4 then R + P X 5 = [?]
- (a)
R
- (b)
S
- (c)
P
- (d)
Q
In the letter stand for numbers. Work out the answer to each sum, find its letter and identify the correct option.
If V = 4, W -- 5, X --, 11 Y = 18, and Z = 10 then Z + W x X - Y = [?]
- (a)
W
- (b)
V
- (c)
X
- (d)
Z
In the letter stand for numbers. Work out the answer to each sum, find its letter and identify the correct option.
If V = 4, W = 3, X = 7, Y = 6, and Z = 5 then Y x Y + V - W = [?]
- (a)
X
- (b)
V
- (c)
Y
- (d)
W
In the letter stand for numbers. Work out the answer to each sum, find its letter and identify the correct option.
If P = 3, Q = 9, R = 6, 5 = 36, and T = 3, then \({Q\over P}\times T=[?]\)
- (a)
R
- (b)
S
- (c)
Q
- (d)
P + T
In the letter stand for numbers. Work out the answer to each sum, find its letter and identify the correct option.
If P = 1, Q = 4, R = 5, 5 = 8, and T = 12, then T - 5 + P = [?]
- (a)
R X Q
- (b)
\(T \div Q\)
- (c)
Q + P
- (d)
S X P
In the letter stand for numbers. Work out the answer to each sum, find its letter and identify the correct option.
If P = 9, Q = 81, R = 27, 5 = 3, and T = 8, then \({{(R\times S)}\over{P}}=[?]\)
- (a)
\(R\div S\)
- (b)
P X T
- (c)
R
- (d)
Q - R
In the letter stand for numbers. Work out the answer to each sum, find its letter and identify the correct option.
If P = 6, Q = 60, 10. R = 30, S= 10, and T = 12.then \({Q\over R}\times P=[?]\)
- (a)
\(Q\div P\)
- (b)
S
- (c)
P X T
- (d)
T
In the letter stand for numbers. Work out the answer to each sum, find its letter and identify the correct option.
P= 2, 0 = 3, R = 4, S = 5, and T = 10, then what is R X T + S + P ?
- (a)
S X P
- (b)
R + S
- (c)
T \(\div\) P
- (d)
P + R + Q
In the letter stand for numbers. Work out the answer to each sum, find its letter and identify the correct option.
If P = 7,Q = 11, R = 14, S= 22, and T = 24, then what is Q x R + P - Q ?
- (a)
S
- (b)
Q
- (c)
T
- (d)
R
In the letter stand for numbers. Work out the answer to each sum, find its letter and identify the correct option.
If P = 7, Q = 12, R = 26, S = 28, and T = 48, then what is T \(\div\) Q X P 7
- (a)
R
- (b)
T
- (c)
S
- (d)
P
In the letter stand for numbers. Work out the answer to each sum, find its letter and identify the correct option.
If P = 13, Q = 16, R = 17, S = 25, and T = 37, then what is P \(\div\) Q + S = T ?
- (a)
P
- (b)
Q
- (c)
R
- (d)
S
In the letter stand for numbers. Work out the answer to each sum, find its letter and identify the correct option.
If P = 1, Q = 2, R = 6, S = 15, and T = 5, then what is R X S \(\div\) T - Q ?
- (a)
SR + 5Q
- (b)
Q X T + R
- (c)
S - T
- (d)
S - R
In the letter stand for numbers. Work out the answer to each sum, find its letter and identify the correct option.
If P = 1, 0 = 3, R = 14, S = 20, and T = 21, then what is P X S - Q - R ?
- (a)
S
- (b)
Q
- (c)
T
- (d)
R
Both sides of the equation need to have the same value. Your are required to find the missing number that will balance the equation.
19 - 6 + 2 = 28 + [?] - 15
- (a)
4
- (b)
2
- (c)
9
- (d)
12
Both sides of the equation need to have the same value. Your are required to find the missing number that will balance the equation.
24 - 10 + 6 = 8 + 7 + [?]
- (a)
5
- (b)
13
- (c)
8
- (d)
11
Both sides of the equation need to have the same value. Your are required to find the missing number that will balance the equation.
5 X 3 + 10 = 11 + 12 + [?]
- (a)
9
- (b)
2
- (c)
7
- (d)
5
Both sides of the equation need to have the same value. Your are required to find the missing number that will balance the equation.
40 \(\div\) 10 - 1 = [?] - 13 - 4
- (a)
10
- (b)
12
- (c)
17
- (d)
20
Both sides of the equation need to have the same value. Your are required to find the missing number that will balance the equation.
7 X 4 + 2 = 5 X [?] - 5
- (a)
7
- (b)
9
- (c)
11
- (d)
5
Both sides of the equation need to have the same value. Your are required to find the missing number that will balance the equation.
9 X 9 + 9 = 10 X 10 - [?]
- (a)
8
- (b)
12
- (c)
10
- (d)
9
Both sides of the equation need to have the same value. Your are required to find the missing number that will balance the equation.
80 - 42 + 5 = 8 X [?] X 3 + 2
- (a)
3
- (b)
5
- (c)
7
- (d)
4
Both sides of the equation need to have the same value. Your are required to find the missing number that will balance the equation.
4 X 5 X 5 = 33 + [?] + 32
- (a)
20
- (b)
35
- (c)
15
- (d)
40
