User talk:Ridhi Tariyal: Difference between revisions
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- If you hold the initial value constant, say at 1, and you use the multiple values given for k, it seems that after k = 3, the shape of the curve is unaffected even though the scale of the axis changes. | - If you hold the initial value constant, say at 1, and you use the multiple values given for k, it seems that after k = 3, the shape of the curve is unaffected even though the scale of the axis changes. | ||
- Increasing the initial value has a considerable impact on the time it takes for the curve to reach the exponential vertical portion of the curve. It is much slower to be characterized by a swift, almost vertical increase at lower initial values. |
Revision as of 10:07, 15 September 2009
Assignments:
September 15, 2009
- It seems that if k > 1, the function describes a phenomenon of exponential decay and if k > 1, the equation describes exponential growth.
- If you hold the initial value constant, say at 1, and you use the multiple values given for k, it seems that after k = 3, the shape of the curve is unaffected even though the scale of the axis changes.
- Increasing the initial value has a considerable impact on the time it takes for the curve to reach the exponential vertical portion of the curve. It is much slower to be characterized by a swift, almost vertical increase at lower initial values.