Answer:
words.hasNext()
Explanation:
Given the code snippet below:
- while (inputFile.hasNextLine()) {
- String word = "";
- String line = inputFile.nextLine();
- Scanner words = new Scanner(line);
- while (words.hasNext()) {
- word = words.next();
- }
- System.out.println(word); }
- }
We have a inputFile Scanner object that can read data from a text file and we presume the inputFile has read several rows of data from the text file. So long as there is another line of input data available, the outer while loop will keep running. In each outer loop, one line of data will be read and assign to line variable (Line 3). Next, there is another Scanner object, words, which will take the current line of data as input. To get the last word of that line, we can use hasNext() method. This method will always return true if there is another tokens in its input. So the inner while loop will keep running so long as there is a token in current line of data and assign the current token to word variable. The word will hold the last token of current line of data upon exit from the inner loop. Then we can print the output (Line 8) which is the last word of the current line of data.
Answer:
The correct options are;
Mechanical
Faraday
Explanation:
The principle of working of electric generators is to convert kinetic energy, which is the energy present in the spinning turbine into electrical energy. Electricity is generated by the use of the electric generators has the largest share of all forms of electricity generated electricity and it is based on Faraday's law of of induction, which states that Emf = N×(ΔФ/Δt)
Where;
Emf = The induced voltage
ΔФ = Change in magnetic flux
Δt = Change in time.
Therefore, we have;
Traditional power-generating stations do not store electrical energy. In such power stations, the original energy source spins a turbine which an electric generator. It converts <u>mechanical </u>energy into electrical energy using a fundamental principle of physics called <u>Faraday's</u> law.
False
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The administrative value of distance of the route refer to the exhibit, for the router r1 to reach the destination ipv6 address of 2001:db8:cafe:4::a is 120. !220 is the administrative distance value of the route between the router r1 to reach the destination of ipv6 address.
