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if the answer is "start at (0,0) and move 3 units to the right, " what is the question?
1 answer
Where is the point (0,3) located?
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Which of the following transformations should be used to move the graph of f(x)=(x)
to the graph of g(x)=(x+3)−3 ?(1 point)
Top answer:
The correct transformation is to move f(x) 3 units right and 3 units down.
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Which of the following transformations should be used to move the graph of f(x)=(x) to the graph of g(x)=(x+3)−3 ?(1 point)
Top answer:
The correct transformation should be "Move f(x) 3 units left and 3 units down."
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The solution to a system of two linear equations is x=3, y=9. How could the intersection of the graphs of the two equation be
Top answer:
D. The point of intersection of the two lines The solution to the system of equations x=3, y=9
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Start at the origin. Move 5 units right and 2 units up.
What is the ordered pair for this point?
Top answer:
well, we don't have a graph 2 lookit
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Ethan writes the ratio x8=y16 to help him reduce the size of a two-dimensional shape. If the new value of y is 3 units, what
Top answer:
1.5 units
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Ethan writes the ratio x8=y16 to help him reduce the size of a two-dimensional shape. If the new value of y is 3 units, what
Top answer:
The correct answer is 1.5 units. Explanation: Given: x/8 = y/16 If y = 3, we can substitute that
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How can we improve the following program?
function start() { move(); move(); move(); move(); move(); move(); move(); move();
Top answer:
Some ways to improve the program are: 1. Break down this program into more functions: Instead of
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Ethan writes the ratio x/8 = y/16 to help him reduce the size of a two-dimensional shape. If the new value of y is 3 units, what
Top answer:
6 units
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You move up 1 unit and down 5 units. You end at (4, -4). Where did you start?
Top answer:
You started at (4, 1). To see why, note that for every 1 unit upward movement, there must be 5 units
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The solution to a system of 2 linear equations is x=3;y=9. How could the intersection of the graphs of the 2 equations be
Top answer:
b. From the origin move 3 units right and 9 units up Since x=3 and y=9 is the solution to the system
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A quality controller inspected 1,000 units of a product and rejected 150 units due to defects. Approximate the empirical
Ethan writes the ratio x8=y16 to help him reduce the size of a two-dimensional shape. If the new value of y is 3 units, what
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Trapezoid
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