Mathematics, 17.06.2021 02:50, lnbrown9018

A curve bas equation y = a (x +b)? +c, where a, b and c are constants. The curve has a stationary point at (-3,2).
(a) State the values of b and c.
When the curve is translated by (9
the transformed curve passes through the point (3,-18).
(b) Determine the value of a.

Answers: 3

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A curve bas equation y = a (x +b)? +c, where a, b and c are constants. The curve has a stationary point at (-3,2).(a) State the values of b and c.When the curve is translated by (9the transformed curve passes through the point (3,-18).(b) Determine the value of a.​

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A curve bas equation y = a (x +b)? +c, where a, b and c are constants. The curve has a stationary point at (-3,2).
(a) State the values of b and c.
When the curve is translated by (9
the transformed curve passes through the point (3,-18).
(b) Determine the value of a.