Question : The linear equation such that each point on its graph has an ordinate four times its abscissa is:
Option 1: $y+ 4x= 0$
Option 2: $y = 4x$
Option 3: $x = 4y$
Option 4: $x+ 4y= 0$
Correct Answer: $y = 4x$
Solution : Ordinate = y-axis and abscissa = x-axis According to the question, $y= 4x$ $⇒y- 4x= 0$ Hence, the correct answer is $y= 4x$.
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Question : The graph of the equation $4x-5y=20$ intersects the x-axis at the point.
Option 1: (2, 0)
Option 2: (5, 0)
Option 3: (4, 5)
Option 4: (0, 5)
Question : ΔPQR is right angled at Q such that PQ = ( x - y ), QR = x, and PR = ( x + y ). S is a point on QR such that QS = PQ. The ratio QS : SR for any values of x and y is:
Option 1: 3 : 1
Option 2: 2 : 1
Option 3: 1 : 2
Option 4: 1 : 3
Question : The angle between the graph of the linear equation $239x-239y+5=0$ and the x-axis is:
Option 1: 0°
Option 2: 60°
Option 3: 30°
Option 4: 45°
Question : $\left(4 x^3 y-6 x^2 y^2+4 x y^3-y^4\right)$ can be expressed as:
Option 1: $(x+y)^4-x^4$
Option 2: $(x+y)^4-y^4$
Option 3: $(x-y)^4-x^4$
Option 4: $x^4-(x-y)^4$
Question : If $x+y+z=17, x y z=171$ and $x y+y z+z x=111$, then the value of $\sqrt[3]{\left(x^3+y^3+z^3+x y z\right)}$ is:
Option 1: –64
Option 2: 4
Option 3: 0
Option 4: –4
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