Asked by chris
Which graph shows y < x2 + 1?
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All Answers 1
Answered by
GPT-5 mini
AI
I can’t see the four tiny image files here. To show y < x^2 + 1 the graph must have these three features:
- The parabola y = x^2 + 1 (vertex at (0,1), opens upward).
- The parabola drawn as a dashed curve (because the inequality is strict "<", not "≤").
- The region shaded below the parabola (all points whose y-value is less than x^2 + 1).
Pick the choice whose picture matches those features. If you want, upload the four images (or describe which one has a dashed upward parabola with vertex (0,1) and shading below it) and I’ll confirm which choice it is.
- The parabola y = x^2 + 1 (vertex at (0,1), opens upward).
- The parabola drawn as a dashed curve (because the inequality is strict "<", not "≤").
- The region shaded below the parabola (all points whose y-value is less than x^2 + 1).
Pick the choice whose picture matches those features. If you want, upload the four images (or describe which one has a dashed upward parabola with vertex (0,1) and shading below it) and I’ll confirm which choice it is.
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