A block experiences a constant acceleration of 2.4 m/s^2 from rest. What is its velocity after 4 s?

9.6 m/s

Velocity under constant acceleration builds up linearly: v = v0 + a t. Since the block starts from rest, v0 = 0. With a = 2.4 m/s^2 and t = 4 s, the velocity is v = 0 + (2.4)(4) = 9.6 m/s. So after 4 seconds the block moves at 9.6 m/s. This matches the idea that doubling the time doubles the velocity when acceleration is constant, so the other numbers would come from different times or accelerations.

6.0 m/s

12.0 m/s

14.4 m/s

Want more questions?

All options are one-time payments.

$12.50

30 day premium pass

All the basics to get you started

  • Ad-free experience
  • View your previous attempt history
  • Mobile app access
  • In-depth explanations
  • 30 day premium pass access
$30.00 $87.50 usd

6 month DELUXE pass (most popular)

Everything with the 30 day premium pass FOR 6 MONTHS! & the ultimate digital PDF study guide (BONUS)

  • Everything included in the premium pass
  • $87.50 usd value for $30.00! You save $57.50!
  • + Access to the ultimate digital PDF study guide
  • + 6 months of premium pass access
  • + Priority support
$12.50 $18.99

Ultimate digital PDF study guide

For those that prefer a more traditional form of learning

  • Available for instant download
  • Available offline
  • Hundreds of practice multiple choice questions
  • Comprehensive content
  • Detailed explanations
Image Description
Subscribe

Get the latest from Examzify

You can unsubscribe at any time. Read our privacy policy