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The following question is based on the given data for an examination. A. Candidates appeared 10500 B. Passed in all the five subjects 5685 C. Passed in three subjects only 1498 D. Passed in two subjects only 1250 E. Passed in one subject only 835 F. Failed in English only 78 G. Failed in Maths only 275 H. Failed in Physics only 149 I. Failed in Chemistry only 147 J. Failed in Biology only 221 How many candidates passed in at least four subjects ?
What are Spinlocks?
What is the main disadvantage of spinlocks?
Which of the following statements is/are correct about a shaper and planer? I) A shaper is intended for small jobs, while a planer is intended for large jobs. II) A shaper has higher machining accuracy compared to a planer. III) A shaper is relatively lighter, smaller and cheaper as compared to a planer.
______________ is a process which is intended to reveal flaws in the security mechanisms of an information system that protect data and maintain functionality as intended.
You want to know whether the enzyme you have introduced as a transgene in poplar is being expressed in the intended cells at the intended developmental stage. Which technique would be most informative?
A' intended to cause death of 'B' caused death of 'C' whose death he neither intended nor knew himself to be likely to be caused and it happened in the description of his intention to cause death of 'B'. 'A'
Study information given and select valid conclusion/s from the given statements based on it. In a joint family the number of members who take only coffee is equal to the half the number of members who take tea and the number of persons who take only tea is equal to the half the number of persons who take coffee. Statements: a. The total number of persons who take either coffee or tea or both is thrice the number of persons who take only coffee or only tea. b. The total number of persons who take only coffee and those who take only tea is twice the number of persons who take both coffee and tea.
In a class of 95 students, all play at least one of the three games — snooker, chess and tennis. 42 students play snooker, 49 play tennis, and 43 play chess. The total number of students who play any and only two games is 29. 5 students play all the three games. The number of students who play only snooker and only chess is equal. 11 students play only snooker and tennis. 6 students play only snooker and chess. How many students play only tennis?
In a class of 100 students, every student has passed in one or more of the three subjects, i.e History, Economics and English. Among all the student, 24 students have passed in English only, 14 students have passed in History only 11 students have passed in both English and Economics only, and 12 students have passed in both English and History only. A total of 50 students have passed in History. If only 5 students have passed in all three subjects, then how many students have passed in Economies only?