Area 1 MUST DO Option B | Measurement & Significant Figures | SC.912.N.1.1
Read each analog tool: read to the smallest division, then estimate ONE more digit. You need 1 correct reading per instrument, and the simulator moves you to the next one automatically.
Tool 1 of 4 — Ruler
Length of the metal rod | smallest division 0.1 cm | read to 0.01 cm
Tool 2 of 4 — Graduated Cylinder
Volume of water | read volume at the bottom of the liquid curve (meniscus) | smallest division 1 mL | read to 0.1 mL
Tool 3 of 4 — Thermometer
Temperature of the liquid | read the top of the red liquid column | smallest division 1 °C | read to the nearest 0.1 °C
Tool 4 of 4 — Triple-Beam Balance
Mass of the object | add the three beams; read the 1-gram beam to 0.01 g
For an ANALOG tool like a ruler or graduated cylinder, the marks define the SMALLEST DIVISION (e.g. 1 mm on a cm ruler). Because we can judge a fraction of the gap between two marks by eye, we report ONE DIGIT PAST the smallest division -- the ESTIMATED (uncertain) digit. That estimated digit tells a reader how precise the tool is, and that the true value lies somewhere around it. Example: a ruler with 0.1-cm marks can be read as 4.32 cm. The '3' is certain (it is a 0.1-cm mark); the '2' is the estimated digit (we judged 0.02 of the gap). Reporting only '4.3' throws away real information; reporting '4.321' pretends to a precision the tool cannot give. DIGITAL tools differ: a digital display shows exactly the digits it can measure. You NEVER add an estimated digit beyond the display -- the display has already done the estimating for you.
Volume = length × width × thickness • Density = mass ÷ volume. Round your density to the correct number of significant figures (the ruler limits you to 0.01 cm).
Only correct readings (per instrument) are recorded here.
| Instrument | Smallest div | Correct readings recorded | Status |
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