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Skill: systems_of_two_linear_equations_in_two_variables
ID Section Domain Skill Difficulty Question Actions
math_alg_383 Math algebra systems_of_two_linear_equations_in_two_variables Hard \(-x + wy = 52\)

\(2x + wy = 91\)

The graphs intersect at \((q, 13)\), where \(q\) and \(w\) are constants. What is the value...
math_alg_382 Math algebra systems_of_two_linear_equations_in_two_variables Hard \(4x - wy = 20\)

\(x - wy = -13\)

The graphs of these equations intersect at \((q, 6)\). What is \(w\)?
math_alg_381 Math algebra systems_of_two_linear_equations_in_two_variables Hard \(x + wy = 104\)

\(-2x + wy = 80\)

In the \(xy\)-plane, the graphs intersect at \((q, 8)\). What is the value of the consta...
math_alg_380 Math algebra systems_of_two_linear_equations_in_two_variables Hard \(-3x + wy = 38\)

\(x + wy = 62\)

The graphs of the equations intersect at \((q, 4)\). If \(w\) is a constant, what is the ...
math_alg_379 Math algebra systems_of_two_linear_equations_in_two_variables Hard \(2x + wy = 75\)

\(-x + wy = 45\)

In the given system, \(w\) is constant. If the intersection point is \((q, 11)\), what is...
math_alg_378 Math algebra systems_of_two_linear_equations_in_two_variables Hard \(3x - wy = 5\)

\(-x - wy = -55\)

The graphs of the two equations meet at \((q, 5)\). If \(w\) and \(q\) are constants, what ...
math_alg_377 Math algebra systems_of_two_linear_equations_in_two_variables Hard \(-2x - wy = -74\)

\(x - wy = -26\)

In the system shown, \(w\) is a constant and the graphs intersect at \((q, 7)\). What i...
math_alg_376 Math algebra systems_of_two_linear_equations_in_two_variables Hard \(2x - wy = -46\)

\(-x - wy = -37\)

The two equations intersect at \((q, 10)\) in the \(xy\)-plane, where \(w\) and \(q\) are c...
math_alg_375 Math algebra systems_of_two_linear_equations_in_two_variables Hard \(x - wy = -22\)

\(4x - wy = 38\)

In the given system of equations, \(w\) is a constant. The graphs intersect at \((q, 6)\)...
math_alg_374 Math algebra systems_of_two_linear_equations_in_two_variables Hard \(-x - wy = -54\)

\(2x - wy = -12\)

In the given system of equations, \(w\) is a constant. In the \(xy\)-plane, the graphs ...
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