The curve ${{C}_{1}}$ undergoes the transformations in the order given below: 1. A translation of $2

Question

The curve ${{C}_{1}}$ undergoes the transformations in the order given below: 1. A translation of $2$ units in the negative $x$ direction. 2. A stretch parallel to the $x$ axis, factor 2, $y$ axis invariant. 3. A translation of 1 unit in the positive $y$ direction. The resulting curve ${{C}_{2}}$ has equation $y=\frac{{{x}^{2}}+9x+22}{x+4},$ $x\in R$, $x
e -4$ Find, in the simplest form, the equation for ${{C}_{1}}$. [4]

Accepted Answer

C₁: y = 2x + 1/x, x ≠ 0

2024 VJC P1 Q8

2024 VJC P1 Q8

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