If 16Cr = 16Cr + 2, find rC4.
We know that if , then one of the following conditions need to be satisfied:
iii. p = q
iv. n = p + q
From the problem we can say that,
⇒ r≠r + 2
So, the condition(ii) must be satisfied,
⇒ 16 = r + r + 2
⇒ 2r = 14
⇒
⇒ r = 7.
∴ The value of r is 7.