A large tank is filled with methane gas at a concentration of 0.770 kg/m³. The valve of a 1.30 m pipe connecting the tank to the atmosphere is inadvertently left open for 11.0 hours. During this time, 6.90x10ā»ā“ kg of methane diffuses out of the tank, leaving the concentration of methane in the tank essentially unchanged. The diffusion constant for methane in air is 2.10x10ā»āµ m²/s. What is the cross-sectional area of the pipe? Assume that the concentration of methane in the atmosphere is zero.