Input-Output Rules - ISEE Lower Level: Quantitative Reasoning
Card 1 of 23
What is the output rule for inputs $1,2,3$ giving outputs $4,5,6$?
What is the output rule for inputs $1,2,3$ giving outputs $4,5,6$?
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$y=x+3$. Each output is obtained by adding 3 to the corresponding input.
$y=x+3$. Each output is obtained by adding 3 to the corresponding input.
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What is the output rule for inputs $1,2,3$ giving outputs $3,5,7$?
What is the output rule for inputs $1,2,3$ giving outputs $3,5,7$?
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$y=2x+1$. Outputs are twice the input plus 1.
$y=2x+1$. Outputs are twice the input plus 1.
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What is the output rule for inputs $1,2,3$ giving outputs $10,8,6$?
What is the output rule for inputs $1,2,3$ giving outputs $10,8,6$?
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$y=12-2x$. Outputs are 12 minus twice the input.
$y=12-2x$. Outputs are 12 minus twice the input.
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What is the output rule for inputs $-1,0,1$ giving outputs $1,3,5$?
What is the output rule for inputs $-1,0,1$ giving outputs $1,3,5$?
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$y=2x+3$. Outputs are twice the input plus 3.
$y=2x+3$. Outputs are twice the input plus 3.
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What is the output rule for inputs $1,2,3$ giving outputs $1,4,9$?
What is the output rule for inputs $1,2,3$ giving outputs $1,4,9$?
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$y=x^2$. Outputs are the squares of the inputs.
$y=x^2$. Outputs are the squares of the inputs.
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What is the output rule for inputs $2,4,6$ giving outputs $6,12,18$?
What is the output rule for inputs $2,4,6$ giving outputs $6,12,18$?
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$y=3x$. Outputs result from multiplying each input by 3.
$y=3x$. Outputs result from multiplying each input by 3.
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What is the output rule for inputs $-2,-1,0$ giving outputs $4,1,0$?
What is the output rule for inputs $-2,-1,0$ giving outputs $4,1,0$?
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$y=x^2$. Outputs are the squares of the inputs, yielding non-negative results even for negative inputs.
$y=x^2$. Outputs are the squares of the inputs, yielding non-negative results even for negative inputs.
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What is the output rule for inputs $0,1,2$ giving outputs $5,7,9$?
What is the output rule for inputs $0,1,2$ giving outputs $5,7,9$?
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$y=2x+5$. Outputs are calculated by doubling the input and adding 5.
$y=2x+5$. Outputs are calculated by doubling the input and adding 5.
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What is the output rule for inputs $1,2,3$ giving outputs $4,7,10$?
What is the output rule for inputs $1,2,3$ giving outputs $4,7,10$?
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$y=3x+1$. Outputs are three times the input plus 1.
$y=3x+1$. Outputs are three times the input plus 1.
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What is the output rule for inputs $2,3,5$ giving outputs $7,10,16$?
What is the output rule for inputs $2,3,5$ giving outputs $7,10,16$?
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$y=3x+1$. Outputs are three times the input plus 1.
$y=3x+1$. Outputs are three times the input plus 1.
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What is the output rule for inputs $1,3,5$ giving outputs $2,6,10$?
What is the output rule for inputs $1,3,5$ giving outputs $2,6,10$?
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$y=2x$. Outputs are twice the inputs.
$y=2x$. Outputs are twice the inputs.
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What is the output rule for inputs $2,3,4$ giving outputs $5,10,17$?
What is the output rule for inputs $2,3,4$ giving outputs $5,10,17$?
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$y=x^2+1$. Outputs are the square of the input plus 1.
$y=x^2+1$. Outputs are the square of the input plus 1.
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What is the output rule for inputs $1,2,4$ giving outputs $2,4,8$?
What is the output rule for inputs $1,2,4$ giving outputs $2,4,8$?
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$y=2x$. Outputs are double the inputs.
$y=2x$. Outputs are double the inputs.
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What is the output rule for inputs $2,4,8$ giving outputs $1,2,4$?
What is the output rule for inputs $2,4,8$ giving outputs $1,2,4$?
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$y=cfrac{x}{2}$. Outputs are half of the inputs.
$y=cfrac{x}{2}$. Outputs are half of the inputs.
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What is the output rule for inputs $1,2,3$ giving outputs $6,9,12$?
What is the output rule for inputs $1,2,3$ giving outputs $6,9,12$?
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$y=3x+3$. Outputs are three times the input plus 3.
$y=3x+3$. Outputs are three times the input plus 3.
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What is the output rule for inputs $0,2,4$ giving outputs $1,5,9$?
What is the output rule for inputs $0,2,4$ giving outputs $1,5,9$?
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$y=2x+1$. Outputs are twice the input plus 1.
$y=2x+1$. Outputs are twice the input plus 1.
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What is the output rule for inputs $1,2,3$ giving outputs $0,1,2$?
What is the output rule for inputs $1,2,3$ giving outputs $0,1,2$?
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$y=x-1$. Outputs are the inputs decreased by 1.
$y=x-1$. Outputs are the inputs decreased by 1.
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What is the output rule for inputs $1,2,3$ giving outputs $2,6,12$?
What is the output rule for inputs $1,2,3$ giving outputs $2,6,12$?
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$y=x(x+1)$. Outputs are the product of the input and the next integer.
$y=x(x+1)$. Outputs are the product of the input and the next integer.
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What is the output rule for inputs $1,2,3$ giving outputs $-1,-2,-3$?
What is the output rule for inputs $1,2,3$ giving outputs $-1,-2,-3$?
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$y=-x$. Outputs are the negatives of the inputs.
$y=-x$. Outputs are the negatives of the inputs.
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What is the output rule for inputs $-1,0,1$ giving outputs $-4,-1,2$?
What is the output rule for inputs $-1,0,1$ giving outputs $-4,-1,2$?
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$y=3x-1$. Outputs are three times the input minus 1.
$y=3x-1$. Outputs are three times the input minus 1.
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What is the output rule for inputs $1,2,3$ giving outputs $5,8,11$?
What is the output rule for inputs $1,2,3$ giving outputs $5,8,11$?
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$y=3x+2$. Outputs are three times the input plus 2.
$y=3x+2$. Outputs are three times the input plus 2.
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What is the output rule for inputs $2,3,4$ giving outputs $9,11,13$?
What is the output rule for inputs $2,3,4$ giving outputs $9,11,13$?
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$y=2x+5$. Outputs are twice the input plus 5.
$y=2x+5$. Outputs are twice the input plus 5.
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What is the output rule for inputs $1,2,3$ giving outputs $1,0,1$?
What is the output rule for inputs $1,2,3$ giving outputs $1,0,1$?
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$y=(x-2)^2$. Outputs are the square of the difference between the input and 2.
$y=(x-2)^2$. Outputs are the square of the difference between the input and 2.
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