Question
The average of five consecutive
even numbers is 56, and the average of four consecutive odd numbers is 'n'. The ratio of the highest even number to the lowest odd number is 20:11. Determine the average of another set of five consecutive even numbers, where the lowest number of the new series is (n+2).Solution
ATQ, Let the consecutive even numbers are x, x+2, x+4, x+6, x+8 x+ x+2+ x+4+ x+6+ x+8 = 56×5 = 280 5x = 280-20 = 260 A = 52 Consecutive even numbers are 52, 54, 56, 58, 60 Highest even number = 60 Lowest odd number = 60/20×11 = 33 Consecutive odd numbers is 33, 35, 37, 39 Average of 4 consecutive odd numbers(n) = 144/4 = 36 Lowest number of the series = 36+2 = 38 Average of 5 consecutive another even numbers of series = 38+40+42+44+46 = 210/5 = 42
Which of the following integrity constraints ensures that every non-null foreign key value must reference an existing primary key value in another tabl...
Hashing is used for:
The amortized cost of appending an element at the end of a dynamic array is:
Consider the following stack operations. What will be the content of the stack after executing all the operations?
Stackstack = new Stack... Which of the following is NOT among the OWASP Top 10 Web Security Risks?
In Python, what will be the output of the following code snippet, considering scope rules?
x = 5
In asymmetric encryption, which of the following statements is correct?
Which algorithm constructs a suffix tree in linear time?
What is the primary purpose of a B+ Tree in a database management system?
Which sorting algorithm has O(n log n) average case?
