[size=150][size=100]Tyler reads [math]\frac{2}{15}[/math] of a book on Monday, [math]\frac{1}{3}[/math] of it on Tuesday, [math]\frac{2}{9}[/math] of it on Wednesday, and [math]\frac{3}{4}[/math] of the remainder on Thursday. If he still has 14 pages left to read on Friday, how many pages are there in the book?[/size][/size]
[size=150][size=100]Clare asks Andre to play the following number puzzle:[list][*]Pick a number[/*][*]Add 2[/*][*]Multiply by 3[/*][*]Subtract 7[/*][*]Add your original number[/*][/list]Andre’s final result is 27.[br][br]Which number did he start with?[/size][/size]
In a basketball game, Elena scores twice as many points as Tyler. Tyler scores four points fewer than Noah, and Noah scores three times as many points as Mai. If Mai scores 5 points, how many points did Elena score? Explain your reasoning.
Select [b]all [/b]of the given points in the coordinate plane that lie on the graph of the linear equation [math]4x-y=3[/math].
[size=150]A store is designing the space for rows of nested shopping carts. Each row has a starting cart that is 4 feet long, followed by the nested carts (so 0 nested carts means there's just the starting cart). The store measured a row of 13 nested carts to be 23.5 feet long, and a row of 18 nested carts to be 31 feet long.[/size][br][br]Create a graph of the situation in the applet below.
How much does each nested cart add to the length of the row? Explain your reasoning.
If the store design allows for 43 feet for each row, how many total carts fit in a row?
[size=150]Triangle [math]A[/math] is an isosceles triangle with two angles of measure [math]x[/math] degrees and one angle of measure [math]y[/math] degrees.[/size][br][br]Find three combinations of [math]x[/math] and [math]y[/math] that make this sentence true.
Write an equation relating [math]x[/math] and [math]y[/math].
If you were to sketch the graph of this linear equation, what would its slope be?
How can you interpret the slope in the context of the triangle?
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[/img][br]Decide which line has a positive slope, and which has a negative slope.
Calculate each line’s exact slope.