Write an expression for the period of the oscillating spider in terms of the Young's modulus of the spider silk, Y, the cross-sectional area of the spider silk, A, the mass of the spider (assuming the silk to be massless), m, the (equilibrium) length of the spider silk, L, and . Note that it may not be necessary to use every variable. Use the following table as a reference for using each variable: For Use k k L L m m Y Y A A T = symbolic expression ? 0% Part 2 Now an identical spider (mass m) on an identical silk of the same length, L, is blown by the wind and ends up swinging like a simple pendulum with the same period of oscillation, T. Using the parameters provided, what is the spider's mass in grams? Round your answer to three significant figures. (The silk is 2.9 m in diameter, Y = 0.4 10 10 N/m is the Young's modulus of spider silk, g = 9.8 m/s, and the area of a circle is A = r. 1 m = 106 m, 1 g = 10 kg) m = number (rtol=0.05, atol=1e-08) g 0%