[img]data:image/png;base64,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[/img][br]Based on this information, predict the day on which the Moon’s surface is 50% illuminated and 100% illuminated.
The Moon’s surface is 100% illuminated on day 14. Does this agree with the prediction you made?
Is the percentage illumination of the Moon’s surface a linear function of the day?
[size=150]In science class, Jada uses a graduated cylinder with water in it to measure the volume of some marbles. After dropping in 4 marbles so they are all under water, the water in the cylinder is at a height of 10 milliliters. After dropping in 6 marbles so they are all under water, the water in the cylinder is at a height of 11 milliliters.[br][/size][size=100][br]What is the volume of 1 marble?[/size]
How much water was in the cylinder before any marbles were dropped in?
What should be the height of the water after 13 marbles are dropped in?[br]
Is the relationship between volume of water and number of marbles a linear relationship? If so, what does the slope of a line representing this relationship mean? If not, explain your reasoning.
[math]2\left(3x+2\right)=2x+28[/math]
[math]5y+13=-43-3y[/math]
[math]4\left(2a+2\right)=8\left(2-3a\right)[/math]
Based on this information, is the high temperature in this city a linear function of the number of days after the new year?
Using [math]\ell[/math] to represent the length of the garden and [math]w[/math] to represent its width, write and solve a system of equations that describes this situation.
What are the dimensions of the garden?