Interpret the derivative as the slope of a curve (which could be a line) at a point, including points at which there are vertical tangents and points at which there are no tangents (i.e., where a function is not locally linear).
Standard detail
C.D.CD.B.5
Content Standard
Depth 4Parent ID: 02630B2B02584C68BC0305A1BADAAE86Standard set: Integrated Math III
Original statement
Quick facts
- Statement code
- C.D.CD.B.5
- Standard ID
- A0C40BE73AEC48C8B8216DF1A6FA368C
- ASN identifier
- S21323262
- Subject
- Mathematics (2023-)
- Grades
- 09, 10, 11, 12
- Ancestor IDs
- 02630B2B02584C68BC0305A1BADAAE865711A05A88C146BAB6809B3DADBBC49E7A15917F823C4F2985CB69F4B54A3F64293DB322EC5F47EBBE9BA9EED8761E58
- Source document
- Tennessee Academic Standards: Mathematics K-4th Year (2023)