Chinese

• What is the Chinese word for "to cook"?

  做饭 (zuò fàn)
• What is the Chinese word for "newspaper"?

  报纸 (bào zhǐ)
• What is the Chinese word for "advertisement"?

  广告 (guǎng gào)
• What is the Chinese word for "vicinity"?


  附近 (fù jìn)
• What is the measure word for a suit or set in Chinese?


  套 (tào)
• What is the Chinese word for "apartment"?

  公寓 (gōng yù)
• What does "出租" (chū zū) mean in English?


  To rent out
• What is the Chinese word for "to walk"?

  走路 (zǒu lù)
• What is the Chinese word for "bedroom"?


  卧室 (wò shì)
• What is the Chinese word for "minute"?

  分钟 (fēn zhōng)
• What are the Chinese words for "to cook," "newspaper," and "advertisement"?

  • To cook: 做饭 (zuò fàn)
  • Newspaper: 报纸 (bào zhǐ)
  • Advertisement: 广告 (guǎng gào)
• What are the Chinese words for "vicinity," "apartment," and "bedroom"?


  • Vicinity: 附近 (fù jìn)
  • Apartment: 公寓 (gōng yù)
  • Bedroom: 卧室 (wò shì)
• What are the Chinese words for "to rent out," "to walk," and "minute"?

  • To rent out: 出租 (chū zū)
  • To walk: 走路 (zǒu lù)
  • Minute: 分钟 (fēn zhōng)
• What is the first step in solving the problems in the worksheet?

  Identify and write down the givens and the unknown.
• Why is it important to show all work for each problem?

  To demonstrate the equation used, substitution with units, and the final answer with units.
• What is the equation used to find the distance traveled during acceleration?

  • Use the equation:

  $d =$$v_i t +$$\frac{1}{2} a t^2$

  • Where:
  • \(d\) = distance
  • \(v_i\) = initial velocity
  • \(a\) = acceleration
  • \(t\) = time
• How far does Mr. Crawford travel during his acceleration from 71 m/s to 420 m/s at 28 m/s²?

  Use the equation: $d =$$\frac{(v_f^2 - v_i^2)}{2a} =$$\frac{(420^2 - 71^2)}{2 \times 28}$
• What is the mass of the ATV mentioned in the second problem?

  120 kg
• What is the initial condition of the ATV in the second problem?

  The ATV is initially at rest.
• How much time does it take for the ATV to accelerate uniformly for a distance of 53 meters at 4.1 m/s²?

  Use the equation: $d =$$v_i t +$$\frac{1}{2} a t^2$ to solve for \(t\).
• What is Superman's initial speed in the third problem?

  32 m/s
• What is the deceleration rate of Superman in the third problem?

  • 2.7 m/s²
• How far does Superman travel while decelerating over a distance of 120 meters?

  Use the equation: $v_f^2 =$$v_i^2 +$$2a d$ to find \(v_f\).
• What is King Kong's initial speed in the fourth problem?

  29 m/s
• What is the acceleration rate of King Kong in the fourth problem?

  1. 0 m/s²
• How do you calculate King Kong's final speed after accelerating for 4.8 seconds?

  Use the equation: $v_f =$$v_i +$$at$
• What is the speed of light in a vacuum needed for problem 5?

  It is a constant value found in the Physics Reference Tables.
• How do you find the time it takes light to travel from Earth to the Moon?

  Use the equation: $t =$$\frac{d}{v}$
• How far will sound travel in air at STP in 0.91 ms?

  Convert 0.91 ms to seconds and use the equation: $d =$$vt$
• What is the speed of sound in air at STP?

  It is a constant value found in the Physics Reference Tables.
• How do you calculate the acceleration of the UFO in problem 8?

  Use the equation: $a =$$\frac{d}{\frac{1}{2} t^2}$ where \(d = 98\) m and \(t = 3.9\) s.
• What is Spiderman's deceleration rate in problem 9?

  • 12 m/s²
• How do you find Spiderman's initial speed while decelerating over a distance of 1.5 meters?

  Use the equation: $v_f^2 =$$v_i^2 +$$2a d$ to solve for \(v_i\).
• What is Chuck Norris's initial speed in problem 10?

  25 m/s
• What is the acceleration rate of Chuck Norris in problem 10?

  18 m/s²
• How do you calculate the distance Chuck Norris travels in 6.0 seconds?

  Use the equation: $d =$$v_i t +$$\frac{1}{2} a t^2$
• What is Queen Amidala's initial speed in problem 11?

  167 m/s
• What is the time taken by Queen Amidala to come to rest?

  1. 5 seconds
• How do you calculate Queen Amidala's acceleration while coming to rest?

  Use the equation: $a =$$\frac{v_f - v_i}{t}$
• What are the steps to solve the problems in the worksheet?

  1. Identify givens and unknowns.
  2. Find the appropriate equation from the Reference Tables.
  3. Show all work:

  • Equation used
  • Substitution with units
  • Final answer with units