1) The equation x − 7 = 28 has a solution of x = 35.
2) The equation x + 25 = 2 has a solution of x = -23.
3) The equation x − 6 = −16 has a solution of x = -10.
4) The equation x + 19 = −5 has a solution of x = -24.
Therefore, the equation with the lowest value for x is x = -24.
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1) The equation x − 78 = −32 has a solution of x = 46/7 or approximately 6.57.
2) The equation x + 98 = 74 has a solution of x = -24.
3) The equation x + 0.875 = 1.5 has a solution of x = 0.625.
4) The equation x − 0.025 = 0.6 has a solution of x = 0.625.
Therefore, the equation with a different value for x is x + 98 = 74 and the value of x is -24.
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The equation n + 37 = 14 represents the number of boxes Trina sold. Solving for n gives n = -23. Therefore, Trina sold 23 boxes.
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To find the cost of a drink, we can set up the equation 3.19 + x = 5.61. Solving for x gives x = 5.61 − 3.19 = 2.42. Therefore, the cost of a drink is $2.42.
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To solve the equation x/−5 = 2, we can multiply both sides by -5 to isolate x. This gives x = 2 * -5 = -10. Therefore, the value of x is -10.