Since P is to the left of Q and R is to the right of S, it is possible for R to be to the right of Q depending on the arrangement of the other individuals.

Since P is to the left of Q and R is to the right of Q, Q must be in the middle.

Since J is between K and L, L is sitting next to K.

Given J is between K and L, and M is opposite K, we can conclude that P is next to L.

If J is three places away from K, there are two people sitting between J and K.

Since L is between M and N, and O is opposite L, N must be to the right of O.

The arrangement is O, L, M, N. N is sitting to the right of M.

Since L is to the right of M, and N is opposite L, M must be to the left of N.

If L is to the right of M, then O must be to the left of M, as N is opposite L.

Since L is not next to M, it is possible for P to be next to L, making this statement true in some arrangements.

N is between O and P, so N is next to P. L and M being opposite does not affect this arrangement.

Since 8 is 2^3, log_2(8) equals 3.

log_2(x) + 2 = 5 implies log_2(x) = 3, thus x = 2^3 = 8.

Since 27 is 3^3, log_3(27) = 3.

The expression log_a(b) = c can be rewritten in exponential form as a^c = b.

The definition of logarithms states that if log_a(b) = c, then a raised to the power of c equals b, hence a^c = b.

By the definition of logarithms, if log_a(b) = x, then b = a^x.

The definition of logarithms states that if log_b(x) = y, then b raised to the power of y equals x, hence b^y = x.

M is between N and O, so O is next to M, making M the answer.

With M opposite N and O to the right of M, P must be to the left of N, completing the arrangement.

The arrangement can be visualized as M-N-P-O-Q-R-S. Therefore, P is sitting opposite N.

With M to the right of N, we can visualize the arrangement. O's position opposite M helps us determine that Q is to the left of N.

Since R is opposite P and P is next to Q, Q is sitting next to R.

Since P is to the right of Q and R is to the left of Q, Q must be in the middle.

Profits should be divided in accordance with their capital contributions, so A receives 60% and B receives 40%.

Profits should be divided in accordance with their capital contributions, hence 60% to A and 40% to B.

Profits should be divided in accordance with their capital contributions, which are 60% for A and 40% for B.

Despite the capital contribution, the partners agreed to split profits equally, hence 50% to each.

In the absence of any other agreement, profits are typically divided in the ratio of capital contributions.

If Product B's sales in Q3 were 327 units, a 10% increase would result in approximately 360 units.