Identify whether each line is linear, quadratic, or neither

y=7

y=3x^2+1 / (2) x-x^3+1

y=2x+5x^2-1

y=x / (x-1)

y = (x^2+8x-20) / 4

y = (x+5) (x-4)

Question

Mathematics

Gregory Pham

18 March, 03:51

Identify whether each line is linear, quadratic, or neither

y=7

y=3x^2+1 / (2) x-x^3+1

y=2x+5x^2-1

y=x / (x-1)

y = (x^2+8x-20) / 4

y = (x+5) (x-4)

+3

Answers (1)

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Maya Love · Answer 1

Y=7 is linear

y=3x^2+1/2x-x^3+1 is neither

y=2x+5x^2-1 is quadratic

y=x / (x-1) is neither

y = (x^2+8x-20) / 4 is quadratic

y = (x+5) (x-4) is quadratic

Identify whether each line is linear, quadratic, or neithery=7y=3x^2+1 / (2) x-x^3+1y=2x+5x^2-1y=x / (x-1)y = (x^2+8x-20) / 4y = (x+5) (x-4)

Identify whether each line is linear, quadratic, or neither

y=7

y=3x^2+1 / (2) x-x^3+1

y=2x+5x^2-1

y=x / (x-1)

y = (x^2+8x-20) / 4

y = (x+5) (x-4)