The answer depends on what p and q are!
Chat with our AI personalities
In a trinomial of the form ax^2 + bx + c, the term that will equal the product of p and q is the constant term c. This is because the constant term is the product of the roots of the trinomial, which are represented by p and q. Therefore, c = pq in this case.
constant.
# 70 / (7 * p) = 1 # 70 / 1 = 70 # 7 * p = 70 # 70 / 7 = 10 # p = 10
the product of 10p (p–q) is 10p²-10pq Given: 10p (p–q) To find : the product of 10p (p–q) Solution: we have to find the product of 10p (p–q). so product of any number means the multiplication multiply (p–q). by 10p we get, =10p× (p–q) =10p×p-10p× q =10p²-10pq the product of 10p (p–q) is 10p²-10pq
It equals 2p because p+p=2p.
There is absolutely no reason why the ratios P and Q should be equal!