<em>The question doesn't show symbols to match, but I'm giving you some common examples to help you out with your own assignment.
</em>
Answer:
<em>List below</em>
Explanation:
<u>Electric Devices
</u>
Electricity is usually converted into a variety of other forms of energy, like mechanical, chemical, nuclear, potential, thermal, among many others.
The devices listed below convert electricity in the mentioned forms of energy
- A speaker converts electric energy into sound energy
- A light bulb glows when it receives current
- A power source (battery, generator) provides energy to a circuit
- An on/off switch starts or stops the flow of current
B is its ending state for the state machine shown below is in state c and receives the string 100010.
<h3>A state machine is difficult to explain.</h3>
A state machine reads a set of inputs and switches states in response to those inputs. A system is said to be in a state when it is waiting to make a transition. A transition is a sequence of steps to carry out when a condition is met or an event is received.
State machines are a type of programming architecture that enable dynamic flow between states based on values from earlier states or user inputs. Applications that can be categorized as a combination of the following fit well with this architecture: States. When to relocate to a specific state, using decision-making logic.
To know more about state machine visit:
brainly.com/question/22967402
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Answer:
b
Explanation:
you see im big brained ya dig 999
Answer:
0.273m/s
Explanation:
first find out the meaning of 0.90×10−4m3/s
literally, that is 0.9x6 = 5.4m3/s = 3•5.4m/s or 16.2 m/s
1.5 gal/min = 0.00009464 m³/s, perhaps that is what you mean?
cross-sectional area of pipe is πr² = 0.0105²π = 0.0003464 m²
so you have a a flow of 0.00009464 m³/s flowing through an area of 0.0003464 m²
they divide to 0.00009464 m³/s / 0.0003464 m² = 0.273 m/s
Answer:
Explanation:
TE = KE + PE which is total energy available to a system is equal to its potential energy plus its kinetic energy, and that total energy will remain throughout the entire "trip", whatever it might be. So a is your answer.
