As we discussed earlier in Problem Set 42, any object or quantity that is moving with a periodic sinusoidal oscillation is said to exhibit simple harmonic motion. This motion can be modeled by the trigonometric function Y = Asin () or y Acos() where and are constants. The frequency, given by F = /period represents the number of cycles (or oscillations that are completed per unit time. The unit used to describe frequency is the Hertz, where I H2 = 1 cycle per second, A mass attached to a spring is pulled downward and released. The displacement of the mass from its equilibrium position after seconds is given by the function d-cost), where is measured in centimeters (see the ore). The length of the spring when it is shortest is 12 centimeters, and 22 centimeters when it is longest. 11 the spring oscillates with a frequency of 0.8 Hertz find d as a function of - 5C 5.0267 foscopesee Dowroof As we discussed earlier in Problem Set 42, any object or quantity that is moving with a periodic sinusoidal oscillation is said to exhibit simple harmonic motion. This motion can be modeled by the trigonometric function Y = Asin () or y Acos() where and are constants. The frequency, given by F = /period represents the number of cycles (or oscillations that are completed per unit time. The unit used to describe frequency is the Hertz, where I H2 = 1 cycle per second, A mass attached to a spring is pulled downward and released. The displacement of the mass from its equilibrium position after seconds is given by the function d-cost), where is measured in centimeters (see the ore). The length of the spring when it is shortest is 12 centimeters, and 22 centimeters when it is longest. 11 the spring oscillates with a frequency of 0.8 Hertz find d as a function of - 5C 5.0267 foscopesee Dowroof