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A B cup bra is designed for breasts with a 2-inch difference between the bust and underbust measurements, while a C cup bra is designed for a 3-inch difference. This means that a C cup offers more room in the cups for larger breasts compared to a B cup.
Cup size in a bra is determined by calculating the difference between the band size and the measurement around the fullest part of the bust. Each inch of difference corresponds to a cup size (e.g., A, B, C, etc.).
A woman's bra cup size is determined by the difference between her bust measurement and her underbust measurement. The cup size is calculated by letters (A, B, C, etc.) that incrementally increase with each additional inch of difference between these two measurements.
The angle between vectors A and B must be 90 degrees for the magnitude of A + B to be greater than the magnitude of A - B. At this angle, the maximum difference between the magnitudes of A + B and A - B occurs, maximizing the difference.
The electric potential difference between points A and B is given by the formula V = W/q, where V is the potential difference, W is the work done, and q is the charge. Plugging in the values, we get V = 0.90 J / 0.45 C = 2 V. Therefore, the electric potential difference between points A and B is 2 volts.
The main difference between the letter 'd' and the letter 'b' is their orientation. The letter 'd' is written with the round part on the right side and the straight line on the left side, while the letter 'b' is written with the round part on the left side and the straight line on the right side.