IPA: /ˈrɛktərət/
KK: /ˈrɛktərɪt/
Definition: The office or position held by a rector, often in a university or educational institution.
Example: The rectorate is responsible for overseeing the administration of the university.
IPA: /rɛkˈtɔːrɪəl/
KK: /rɛkˈtɔrɪəl/
Definition: Connected to or associated with a rector, who is a leader or head of a school, college, or church.
Example: The rectorial address was inspiring and set the tone for the academic year.
IPA: /ˈrɛktərʃɪp/
KK: /ˈrɛktərˌʃɪp/
Definition: The position or role of a rector, who is a leader or head of a school, college, or university.
Example: The new rectorship will focus on improving student engagement and academic performance.
IPA: /rɪˈkʌm.bən.si/
KK: /rɪˈkʌm.bən.si/
Definition: The state of lying down or resting in a position where the body is horizontal or inclined.
Example: After a long day, she enjoyed the recumbency of her comfortable sofa.
IPA: /rɪˈkuːpəreɪt/
KK: /rɪˈkuːpəreɪt/
Definition: To get better after being sick or tired; to regain strength or health.
Example: After a week of rest, she was able to recuperate from her illness and return to work.
Definition: To recover health or strength after an illness or injury.
Example: After a long illness, it took her several weeks to recuperate fully.
IPA: //rɪˌkuːpəˈreɪʃən//
KK: /rɪˌkuːpəˈreɪʃən/
Definition: The process of recovering health or strength after an illness or injury.
Example: After her surgery, she focused on her recuperation to regain her strength.
IPA: /rɪˈkɜːrəns/
KK: /rɪˈkɜr.əns/
Definition: The act of happening again or returning, especially in relation to symptoms of a disease or an event that occurs repeatedly.
Example: The recurrence of the disease prompted the doctors to change the treatment plan.
IPA: /rɪˈkɜːrənt/
KK: /rɪˈkɜr.ənt/
Definition: Happening or appearing again and again over time.
Example: The recurrent meetings help keep everyone updated on the project.
IPA: /rɪˈkɜːrʒən/
KK: /rɪˈkɜrʒən/
Definition: A method in mathematics and computer science where a function or process repeats itself, using the results of previous steps to generate new results.
Example: In programming, recursion allows a function to call itself to solve complex problems more easily.
IPA: /rɪˈkɜːsɪv/
KK: /rɪˈkɜrsɪv/
Definition: Relating to a process that repeats itself or refers back to itself, often used in programming and mathematics.
Example: The recursive function calculates the factorial of a number by calling itself with a smaller number.
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