[list][size=150][*]Equation A: [math]-3\left(x+7\right)=24[/math][/*][*]Equation B: [math]x+7=-8[/math][/*][/size][/list]Which statement explains why this is true?
[size=150][math]2x+10=4x+10[/math][/size][br]Is 0 a solution to this equation? Explain or show your reasoning.
[size=150]Kiran says that a solution to the equation [math]x+4=20[/math] must also be a solution to the equation [math]5\left(x+4\right)=100[/math].[/size][br][br]Write a convincing explanation as to why this is true.
[size=150]One store charges $8.50 for each plant plus a delivery fee of $20. The equation [math]320=x+7.50\left(36\right)[/math] represents the cost of ordering potted plants at a second store.[/size][br][br]What does the [math]x[/math] represent in this situation?
Which equation is equivalent to the equation [math]5x+30=45[/math]?
[size=150]The printing company charges a certain amount for each shirt plus a setup fee of $20. [/size][br][br]If the T-shirt order costs a total of $162.50, how much does the company charge for each shirt?
[list][*]Mark the point [math]A[/math] on the graph that shows the temperature in Celsius when it is 60 degrees Fahrenheit.[/*][*]Mark the point [math]B[/math] on the graph that shows the temperature in Fahrenheit when it is 60 degrees Celsius.[/*][/list]
Water boils at 100 degrees Celsius. Use the graph to approximate the boiling temperature in Fahrenheit, or to confirm it, if you knew what it is.
The equation that converts Fahrenheit to Celsius is [math]C=\frac{5}{9}\left(F-32\right)[/math]. Use it to calculate the temperature in Celsius when it is 60 degrees Fahrenheit. (This answer will be more exact than the point you found in the first part.)
[size=150][math]2x-5=15[/math][/size][br][br]Select [b]all [/b]the equations that have the same solution as this equation.
[size=150]This situation is represented by the equation [math]d=2s+5[/math].[/size] [br][br]Which equation is equivalent to the equation [math]d=2s+5[/math]?