Answer:Let's analyze the given pattern to determine the value of Q.
From the information provided, we know that the sum of any three consecutive numbers in the pattern is 21. Let's assign values to the letters based on this rule:
P Q G R S T 10
Now, we can write the equation for the sum of three consecutive numbers:
Q + G + R = 21
To solve for Q, we need more information. Let's examine the given options:
A) Q is 11.
B) Q is 10.
C) Q is 6.
D) Q is 5.
E) There is more than one possible value for Q.
Let's substitute each value of Q into the equation and see if it satisfies the rule:
A) Substituting Q = 11:
11 + G + R = 21
G + R = 10
B) Substituting Q = 10:
10 + G + R = 21
G + R = 11
C) Substituting Q = 6:
6 + G + R = 21
G + R = 15
D) Substituting Q = 5:
5 + G + R = 21
G + R = 16
From the above equations, we can see that only option B) Q is 10 satisfies the rule, where the sum of G and R is 11. Thus, the correct answer is B) Q is 10.
Therefore, based on the given information, we can conclude that Q is 10.
Explanation: