Let X be the votes for Proposal X and Y be the votes for Proposal Y. We know Y = 70.
The phrase "X received 20% of the total votes more than Y" means X = Y + (0.20 * Total Votes).
The total votes are X + Y, or X + 70. So, we can write the equation: X = 70 + 0.20 * (X + 70).
Solving this gives us X = 70 + 0.2X + 14, which simplifies to 0.8X = 84. Therefore, X = 105.
The question asks for the difference between the votes for X and Y. The difference is 105 - 70 = 35.
Proposal Y lost by 35 votes. The correct answer is C. 35.
Bunuel
In a company-wide vote between two project proposals, each employee voted for exactly one proposal. Proposal X received 20% of the total votes more than Proposal Y. If Proposal Y received 70 votes, by how many votes did it lose?
A. 14
B. 28
C. 35
D. 105
E. 140