Asked by Tiffany Santo on May 10, 2024
Verified
Write a model for the statement. s varies directly as the square \text { square } square of t
A) s=kts = k ts=kt
B) s=kt2s = k t ^ { 2 }s=kt2
C) s=2kts = 2 k ts=2kt
D) s=kt2s = \frac { k } { t ^ { 2 } }s=t2k
E) s=12kts = \frac { 1 } { 2 k t }s=2kt1
Directly
Directly refers to a manner of action or occurrence that happens without any intervening factors or steps.
Square
A mathematical operation involving multiplying a number by itself, or a geometric figure with four equal sides and four right angles.
- Implement the principle of variation when simulating real-life situations.
Verified Answer
VR
vanessa RoblesMay 14, 2024
Final Answer :
B
Explanation :
The statement says that s varies directly as the square of t, which means s is proportional to t^2. Therefore, the equation that represents this statement is s = kt^2, where k is the constant of proportionality.
Learning Objectives
- Implement the principle of variation when simulating real-life situations.
Related questions
Write a Verbal Sentence Using Variation Terminology to Describe the ...
Write a Model for the Statement \text { ffth power } ...
Write a Model for the Statement \text { tenth power } ...
A Caterer Charges $939 to Cater a Wedding Plus $8 \(C ...
In 1996, the Average Combined SAT Score (Math + Verbal) ...