data:image/png;base64,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data:image/png;base64,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List of operators 1 - addition 2 - subtraction 3 - multiplication 4 - equation 5 - division
234562345
display message
questionx+=answer R
2x+4 = 8,23x + 6 = 18,45x+20 = 50,67x + 21 = -21,-69-14x =4x ,.5-(x+5)-20 = 0,-25135-1503006051421091 R 33142 / 109416 R 2203false