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Difficulty: Hard
| ID | Section | Domain | Skill | Difficulty | Question | Actions |
|---|---|---|---|---|---|---|
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math_alg_172
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Math | algebra | linear_equations_in_tw... | Hard | The graph of \(8x - 3y = 15\) in the \(xy\)-plane has an \(x\)-intercept at \((a, 0)\) and a \(y\)-intercept at \((0, b)\), where... | |
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math_alg_171
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Math | algebra | linear_equations_in_tw... | Hard | The graph of \(2x + 9y = -36\) in the \(xy\)-plane has an \(x\)-intercept at \((a, 0)\) and a \(y\)-intercept at \((0, b)\), wher... | |
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math_alg_170
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Math | algebra | linear_equations_in_tw... | Hard | The graph of \(-5x - 6y = 12\) in the \(xy\)-plane has an \(x\)-intercept at \((a, 0)\) and a \(y\)-intercept at \((0, b)\), wher... | |
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math_alg_169
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Math | algebra | linear_equations_in_tw... | Hard | The graph of \(11x + 3y = 33\) in the \(xy\)-plane has an \(x\)-intercept at \((a, 0)\) and a \(y\)-intercept at \((0, b)\), wher... | |
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math_alg_168
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Math | algebra | linear_equations_in_tw... | Hard | The graph of \(4x - 7y = 21\) in the \(xy\)-plane has an \(x\)-intercept at \((a, 0)\) and a \(y\)-intercept at \((0, b)\), where... | |
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math_alg_167
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Math | algebra | linear_equations_in_tw... | Hard | The graph of \(9x + 2y = -18\) in the \(xy\)-plane has an \(x\)-intercept at \((a, 0)\) and a \(y\)-intercept at \((0, b)\), wher... | |
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math_alg_166
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Math | algebra | linear_equations_in_tw... | Hard | The graph of \(-6x + 5y = 30\) in the \(xy\)-plane has an \(x\)-intercept at \((a, 0)\) and a \(y\)-intercept at \((0, b)\), wher... | |
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math_alg_165
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Math | algebra | linear_equations_in_tw... | Hard | The graph of \(3x - 8y = 24\) in the \(xy\)-plane has an \(x\)-intercept at \((a, 0)\) and a \(y\)-intercept at \((0, b)\), where... | |
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math_alg_164
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Math | algebra | linear_equations_in_tw... | Hard | The graph of \(5x + 4y = 20\) in the \(xy\)-plane has an \(x\)-intercept at \((a, 0)\) and a \(y\)-intercept at \((0, b)\), where... | |
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math_alg_163
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Math | algebra | linear_equations_in_tw... | Hard | The table gives the coordinates of two points on a line in the \(xy\)-plane. The \(y\)-intercept of the line is \((k - 1, ...\) |