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Simplifying 3765 + 325y = 3842 + 292y Solving 3765 + 325y = 3842 + 292y Solving for variable 'y'. Move all terms containing y to the left, all other terms to the right. Add '-292y' to each side of the equation. 3765 + 325y + -292y = 3842 + 292y + -292y Combine like terms: 325y + -292y = 33y 3765 + 33y = 3842 + 292y + -292y Combine like terms: 292y + -292y = 0 3765 + 33y = 3842 + 0 3765 + 33y = 3842 Add '-3765' to each side of the equation. 3765 + -3765 + 33y = 3842 + -3765 Combine like terms: 3765 + -3765 = 0 0 + 33y = 3842 + -3765 33y = 3842 + -3765 Combine like terms: 3842 + -3765 = 77 33y = 77 Divide each side by '33'. y = 2.333333333 Simplifying y = 2.333333333
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