Express 6+%2B+4x+-+x%5E2 in the form a+-+%28x+%2B+b%29%5E2, where a and b are integers.
ii) Find the coordinates of the turning point of the curve y+=+6+%2B+4x+-+x%5E2 and determine the nature of this turning point.
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y+=+6+%2B+4x+-+x%5E2
"turning point" is at the vertex, where the x coordinate is at:
x = -b/(2a)
x = -4/(2(-1))
x = -4/(-2)
x = 2
.
find y by plugging it into equation:
y+=+6+%2B+4x+-+x%5E2
y+=+6+%2B+4%282%29+-+2%5E2
y+=+6+%2B+8+-+4
y+=+10
Step-by-step explanation:
I hope me help you
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