Which command will be used with vi editor to replace text from cursor to right? ?->(Show Answer!)

1. Which command will be used with vi editor to replace text from cursor to right?

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MCQ->What will be the output of the program? public class Test138 { public static void stringReplace (String text) { text = text.replace ('j' , 'c'); / Line 5 / } public static void bufferReplace (StringBuffer text) { text = text.append ("c"); / Line 9 / } public static void main (String args[]) { String textString = new String ("java"); StringBuffer textBuffer = new StringBuffer ("java"); / Line 14 / stringReplace(textString); bufferReplace(textBuffer); System.out.println (textString + textBuffer); } }....

MCQ->Which command will be used with vi editor to replace text from cursor to right?....

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MCQ-> Read the following information and the accompanying graphs to answer the questions that follow. www.jay.com spent $ 5,57,000 during last 12 months for online display advertisements, also called impressions, on five websites (Website A, Website B, Website C, Website D and Website E). In this arrangement, www.jay.com is the Destination Site, and the five websites are referred to as the Ad Sites. The allocation of online display advertising expenditure is shown in Graph A. The online display advertisements helped www.jay.com to get visitors on its site. Online visitors, visiting the Ad Sites, are served display advertisements of www.jay.com and on clicking they land on the Destination Site (Graph B). Once on the Destination Site, some of the visitors complete the purchase process(Graph C)

Quality traffic = $$\frac{\text{No. of site visitors who start purchase on destination site}}{\text{No. of visitors who click the online display advertisement}}$$ Leakage in online buying = 1 − $$\frac{\text {Complete buying on the destination website}}{\text{Start buying on the destination website}}$$Efficiency of online display advertising expenditure on an Ad Site = $$\frac{\text{No. of visitors from the Ad Site who complete the purchase process}}{\text{Amount spent on the Ad Site}}$$ Which of following Ad Sites provide facility of least cost per advertisement?
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MCQ->In a business partnership among A, B, C and D, the profit is shared as follows: $$\frac{\text{A's share}}{\text{B's share}}$$ = $$\frac{\text{B's share}}{\text{C's share}}$$ = $$\frac{\text{C's share}}{\text{D's share}}$$ = $$\frac{1}{3}$$ If the total profit is 4,00,000, the share of C is....