Understand and explain the effects that an error in measurement will have on a calculation that uses the erroneous measurement (for example, whether an error of 0.1 unit in length affects the calculated vs. actual measurement of the volume of an object, and whether that error is compounded by errors in other measurements used in the calculation).
Standard detail
MR.G.GMD.A.3
Content Standard
Depth 4Parent ID: 8A7A33AA5E8048C2A52416ED0361443EStandard set: Integrated Math III
Original statement
Quick facts
- Statement code
- MR.G.GMD.A.3
- Standard ID
- BD0FE3914A2A4364B8B3C594EA6CF37E
- ASN identifier
- S21323005
- Subject
- Mathematics (2023-)
- Grades
- 09, 10, 11, 12
- Ancestor IDs
- 8A7A33AA5E8048C2A52416ED0361443E754FD40A715D492CBCBF43328145AF32FEF2ED7BC9504EE5A81605A27C195836005653600B18460AACDCB8919F2B8C04
- Source document
- Tennessee Academic Standards: Mathematics K-4th Year (2023)