Start learning 50% faster. Sign in now
Explanation: When an email is sent, the recipients in different fields (To, Cc, and Bcc) have different visibility rules: To (Direct Recipients): The email is directly addressed to these recipients. All recipients (To, Cc) can see the email addresses in this field. Cc (Carbon Copy - Courtesy Copy): The email is also sent to these recipients. Everyone in To and Cc can see the email addresses in these fields. Bcc (Blind Carbon Copy - Hidden Copy): The email is sent to these recipients, but they are hidden from all other recipients. The recipients in Bcc can see the email itself but cannot see the list of Bcc recipients. People in To and Cc do not know who is in Bcc. Applying this to the Given Scenario: Email Fields in the Question: To: ram@test.com Cc: raj@test.com, ravi@test.com Bcc: swami@test.com, rama@test.com When Swami receives the email: He will see the To and Cc fields because all recipients (To, Cc) are visible to everyone. To: ram@test.com Cc: raj@test.com, ravi@test.com Swami will NOT see any Bcc recipients, including himself (swami@test.com) and rama@test.com. This is because Bcc recipients are hidden from all others, including each other. Correct Answer Selection: From the given options: ram@test.com (Incomplete, does not include Cc addresses) ram@test.com; raj@test.com; ravi@test.com (Correct, includes To and Cc) ram@test.com; rama@test.com (Incorrect, Swami cannot see Bcc addresses) ram@test.com; rama@test.com; raj@test.com; ravi@test.com (Incorrect, includes a Bcc address) raj@test.com; ravi@test.com (Incomplete, does not include the To field) Correct Answer: "ram@test.com; raj@test.com; ravi@test.com"
Ashish and Anil can do a piece of work in 10 days and 15 days respectively. Ashish completed 40% of the work. Find the time taken by Anil to complete th...
Komal and Seema individually can complete a task in ‘2a’ hours and ‘7a’ hours respectively. If they together can complete half of the work in 7...
Ravi and Manish can do a piece of work in 16 days and 20 days respectively. How long will it take to finish the work if Manish is to be replaced by Sanj...
'A' and 'B' alone can complete a work in 14 days and 21 days, respectively. Find the time taken by them to complete the work if they work on alternate d...
‘A’ alone can complete a work in 15 days. ‘B’ alone can complete the same work in 20 days. If ‘A’ and ‘B’ work together for 5 days, then...
A team of 40 men is assigned to finish a project within 24 days. They began the task simultaneously. To complete the project 6 days ahead of the planned...
Raj, Sanjay and Vaibhav can separately finish a work in 20, 30 and 40 days, respectively. In how many days Raj can finish the work if he is assisted.by ...
60 men can complete a piece of work in 12 days. 12 men started the same work and worked for 10 days, and then joined by ‘x’ more men such that the r...
Binny is 20% more efficient than Ankush, while Ankush is 50% more efficient than Raju. If the three of them—Ankush, Binny, and ...
The time taken by ‘A’ to build a wall alone is 50% more than the time taken by him to build it along with ‘B’. ‘B’ will take how much percen...