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Simplifying 4sin(3t + -60) = 4sin(3t + -60) Reorder the terms: 4ins(-60 + 3t) = 4sin(3t + -60) (-60 * 4ins + 3t * 4ins) = 4sin(3t + -60) (-240ins + 12inst) = 4sin(3t + -60) Reorder the terms: -240ins + 12inst = 4ins(-60 + 3t) -240ins + 12inst = (-60 * 4ins + 3t * 4ins) -240ins + 12inst = (-240ins + 12inst) Add '240ins' to each side of the equation. -240ins + 240ins + 12inst = -240ins + 240ins + 12inst Combine like terms: -240ins + 240ins = 0 0 + 12inst = -240ins + 240ins + 12inst 12inst = -240ins + 240ins + 12inst Combine like terms: -240ins + 240ins = 0 12inst = 0 + 12inst 12inst = 12inst Add '-12inst' to each side of the equation. 12inst + -12inst = 12inst + -12inst Combine like terms: 12inst + -12inst = 0 0 = 12inst + -12inst Combine like terms: 12inst + -12inst = 0 0 = 0 Solving 0 = 0 Couldn't find a variable to solve for. This equation is an identity, all real numbers are solutions.
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