IDZ 5.2 - Option 23. Decisions Ryabushko AP
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1. Prove that the function f (x) and φ (x) as x → 0 are the infinitesimal of the same order of smallness.
2. Find the limits of using the equivalent infinitesimal functions.
3. Explore these functions continuity and build their schedules.
4. To investigate these functions continuity at these points
2. Find the limits of using the equivalent infinitesimal functions.
3. Explore these functions continuity and build their schedules.
4. To investigate these functions continuity at these points
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