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P and Q are two positive integers such that PQ=64.which of the following cannot be the value of p and Q? a)16 b)20 c)35 d)65 Correct answer is c.explan this answer?
Most Upvoted Answer
P and Q are two positive integers such that PQ=64.which of the followi...
Explanation:
Given, PQ = 64.
Let's look at each option one by one.
a) 16:
P = 16 and Q = 4 satisfy the given condition as their product is 64. Hence, 16 can be the value of P and Q.
b) 20:
P and Q cannot be both integers as their product is 64, which is not divisible by 20. Hence, 20 cannot be the value of P and Q.
c) 35:
35 is not a factor of 64. Hence, 35 cannot be the value of P and Q.
d) 65:
65 is not a factor of 64. Hence, 65 cannot be the value of P and Q.
Therefore, option c) 35 cannot be the value of P and Q.
Given, PQ = 64.
Let's look at each option one by one.
a) 16:
P = 16 and Q = 4 satisfy the given condition as their product is 64. Hence, 16 can be the value of P and Q.
b) 20:
P and Q cannot be both integers as their product is 64, which is not divisible by 20. Hence, 20 cannot be the value of P and Q.
c) 35:
35 is not a factor of 64. Hence, 35 cannot be the value of P and Q.
d) 65:
65 is not a factor of 64. Hence, 65 cannot be the value of P and Q.
Therefore, option c) 35 cannot be the value of P and Q.
Community Answer
P and Q are two positive integers such that PQ=64.which of the followi...
Actually que is asking about value of p+q (that's written wrong there, you can check it online).
So possible values of p and q are (1,64), (2,32), (4,16), (8,8).
Hence clearly... (p+q) can be 65, 16, and 20 but not 35.
So possible values of p and q are (1,64), (2,32), (4,16), (8,8).
Hence clearly... (p+q) can be 65, 16, and 20 but not 35.
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P and Q are two positive integers such that PQ=64.which of the following cannot be the value of p and Q? a)16 b)20 c)35 d)65 Correct answer is c.explan this answer?
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