Plumer provides numbers to support his argument? How do these numbers show inequality

Source: Bradford Plumer, “The Indefensible Electoral College,” Mother Jones, October 8, 2004.

"Perhaps most worrying is the prospect of a tie in the electoral vote. In that case, the election would be thrown to the House of Representatives, where state delegations vote on the president. (The Senate would choose the vice president.) Because each state casts only one vote, the single representative from Wyoming, representing 500,000 people, would have as much say as the 53 representatives from California, who represent 35 million people".

Plumer provides numbers to support his argument?

How do these numbers show inequality?

Plumer compares Wyoming, which has a deputy in the House of Representatives to represent 500,000 people, with California, which has 53 representatives representing 35 million people.

Explanation:

The inequality lays on the fact that, in the case of a tie in the electoral vote, state delegations are commanded to vote on the president, but each state can only cast one vote, regardless of how many citizens are represented in that decision.

marginal cost is a microeconomic measure that us to evaluate the extent to which the level of production of a good is sustainable in accounting, that is, to how many quantities the company plans to profit from the production of the good.

the concept of marginal cost is simple, it means the cost of producing one more item. for example, in the case of pies, the marginal cost is the cost of producing one more pie than those that have already been produced.

it is important to understand that productive activity influences marginal cost. the marginal cost of some goods can be very high, while others may be insignificant. for example, the marginal cost of producing an extra plane is very high. already the marginal cost of a water company to provide 1l more water is derisory.

in the case of pies, the cost involves the inputs, the labor and the fixed cost, which involves the fixed space of the bakery. the level of production initially has the marginal cost decreasing because there is space and manpower available. however, to produce more you have to hire more workers and buy more inputs. if physical space is limited, workers will conflict with places, inputs and their productivity will decrease, meaning there is an optimum point of production for each level of space and manpower. from this point on, the productivity of the workers will be getting smaller because of lack of space, so that the marginal cost of producing one more pie will be increasing. so, although you have not posted the chart, but if you have the answer, you can see that my explanation goes according to the marginal cost curve that will increase from the 4th pie, answer (c).

are there any options?