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Froggy Jumps
Froggy Jumps

Mass and energy 1

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Mass and energy 1

Froggy Jumps

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Mass and energy 1
 

Froggy Jumps

Mass and energy 1Online version

Choose the right answer

by LAURA JEZABEL GAMA GOMEZ
1

During a classroom lab activity, a student measures the length of a ramp before simulating the motion of a cart. Which fundamental concept is being applied?

2

When planning a trip, a student converts kilometers into miles to estimate distances. Which skill is being applied?

3

In a motion simulator, a student enters the track length as 2.50 km, but the software operates in meters. After conversion, what is the correct way to input the value while preserving significant figures?

4

Convert 3.200 × 10³ m to miles using 1 mi = 1609 m. Express the result with three significant figures.

5

Express 0.0000048 m using an appropriate SI prefix

6

Multiply 4.52 × 3.1 applying the rule of significant figures correctly.

7

Add 18.73 + 2.6 applying the decimal place rule correctly.

8

Convert 35 mi/h to ft/s.

9

A student reports 0.003 m as 3 mm in an experimental report. Which conceptual tool was correctly applied?

10

A student measures 1.24 s, 1.28 s, and 1.26 s. The average is 1.26 s. The student reports 1.260 s. What issue does this present?

11

A student converts 72.0 km/h to m/s using conversion factors. What is the correct value with three significant figures?

12

Convert 52 inches to centimeters.

13

Convert 420 m² to ft² using 1 ft = 0.3048 m.

14

Convert 2.75 hours to seconds.

15

Convert 84 km/h to m/s using properly organized conversion factors.

16

Add A = (6, 2) and B = (−3, 4). What is the magnitude of the resultant?

17

Two perpendicular vectors have magnitudes of 9 N and 12 N. What is the magnitude of their resultant?

18

An 18 N vector points south. What are its components?

19

Multiply the vector v = (5, −2) by the scalar k = 3.

20

Add A = (4, 7) and B = (−6, 3). What is the magnitude of the resultant?

21

Determine the magnitude and direction of C = (−3, −4).

22

Multiply v = (−2, 5) by k = −3.

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