This mathematics problem involves applying core mathematical principles and formulas. Below you will find a complete step-by-step solution with detailed explanations for each step, helping you understand not just the answer but the method behind it.
ScanSolve AI Answer
Step 1: Determine the value of each minor division on the measuring tape. The major markings on the tape are in tens of centimeters (e.g., 10 cm, 20 cm, 30 cm). Between each 10 cm mark, there are 9 smaller marks, creating 10 equal divisions. Therefore, each small division represents 10 cm10 = 1 cm. Step 2: Read the measurements at points A to I in centimeters (cm). • A: 2 small divisions from 0 cm 2 cm • B: 1 small division from 10 cm 11 cm • C: 2 small divisions from 30 cm 32 cm • D: 3 small divisions from 50 cm 53 cm • E: 8 small divisions from 50 cm 58 cm • F: 5 small divisions from 70 cm 75 cm • G: 8 small divisions from 90 cm 98 cm • H: 9 small divisions from 90 cm 99 cm • I: 10 small divisions from 90 cm (which is 100 cm) 100 cm Step 3: Convert the measurements from centimeters to meters (m). To convert centimeters to meters, divide by 100 (since 1 m = 100 cm). • A: 2 cm = (2)/(100) m = 0.02 m • B: 11 cm = (11)/(100) m = 0.11 m • C: 32 cm = (32)/(100) m = 0.32 m • D: 53 cm = (53)/(100) m = 0.53 m • E: 58 cm = (58)/(100) m = 0.58 m • F: 75 cm = (75)/(100) m = 0.75 m • G: 98 cm = (98)/(100) m = 0.98 m • H: 99 cm = (99)/(100) m = 0.99 m • I: 100 cm = (100)/(100) m = 1.00 m Final Answers: a) Measurements in cm: A: 2 cm B: 11 cm C: 32 cm D: 53 cm E: 58 cm F: 75 cm G: 98 cm H: 99 cm I: 100 cm b) Measurements in m: A: 0.02 m B: 0.11 m C: 0.32 m D: 0.53 m E: 0.58 m F: 0.75 m G: 0.98 m H: 0.99 m I: 1.00 m 3 done, 2 left today. You're making progress.