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When The sum of the squares of two consecutive positive odd integers is 202 what are the integers?
Let n be an integer, then two consecutive odd integers can be expressed as n and n+2. The equation can the be wrote as n2 + (n+2)2 = 202 = n2 +n2 + 4n +4 = 202 which implies 2n2 + 4n - 198 = 0 which implies n2 + 2n - 99 = 0 the quadratic formula can then be used to solve for n as n = (-2 +- (4 - 4*-99)^(1/2))/(2) = -1 +- (1/2)*(400)^(1/2) = - 1 +- 10 take the positive solution and you get n = 9 which implies your two consecutive integers are 9 and 11.
What is the largest three digit number that is the sum of the squares of two consecutive even natural numbers?
202 + 222 = 400 + 484 = 884
What are the integers of the number 202?
The integers of the number 202 are the whole numbers that can be expressed as whole units, which include all numbers less than, equal to, or greater than 202. This means the integers include negative numbers like -1, -2, etc., zero (0), and positive numbers up to 202 itself. Specifically, the set of integers related to 202 includes all integers from negative infinity to positive infinity, but if you are referring to the digits of the number, they are 2, 0, and 2.
If a sum of a particular set of 3 consecutive positive integers is a 3mdigit palindrome and the sum is less than 220 what is the greatest possible value for the largest of the 3 integers in the set?
The answer is 58. 56+57+58 = 171 171 is the largest palindrome less than 220 that can be divided by three. Further palindromes are: 181, 191, 202 and 212.
What is half of 202?
Half of 202 is 101. To find half of a number, you simply divide the number by 2. In this case, 202 divided by 2 equals 101. This can also be calculated by multiplying 202 by 0.5, which also equals 101.
If the sum of the squares of two consecutive odd positive integers is 202 what are the integers?
112+92 is 202.
When The sum of the squares of two consecutive positive odd integers is 202 what are the integers?
Let n be an integer, then two consecutive odd integers can be expressed as n and n+2. The equation can the be wrote as n2 + (n+2)2 = 202 = n2 +n2 + 4n +4 = 202 which implies 2n2 + 4n - 198 = 0 which implies n2 + 2n - 99 = 0 the quadratic formula can then be used to solve for n as n = (-2 +- (4 - 4*-99)^(1/2))/(2) = -1 +- (1/2)*(400)^(1/2) = - 1 +- 10 take the positive solution and you get n = 9 which implies your two consecutive integers are 9 and 11.
What is the largest three digit number that is the sum of the squares of two consecutive even natural numbers?
202 + 222 = 400 + 484 = 884
What are the ratings and certificates for The Hollywood Squares - 1965 1-202?
The Hollywood Squares - 1965 1-202 is rated/received certificates of: USA:TV-G
What are the release dates for The Hollywood Squares - 1965 1-202?
The Hollywood Squares - 1965 1-202 was released on: USA: 27 July 1967
What are the release dates for The Hollywood Squares - 1965 2-202?
The Hollywood Squares - 1965 2-202 was released on: USA: 11 June 1968
The sum of two consecutive is 203 what are the integers?
101 and 102 Explanation: I'll use x to represent the first integer and x + 1 to represent the second integer (consecutive integers are one right after another). x + x + 1 = 203 2 x = 202 x = 101 The two numbers are 101 and 102.
If a sum of a particular set of 3 consecutive positive integers is a 3mdigit palindrome and the sum is less than 220 what is the greatest possible value for the largest of the 3 integers in the set?
The answer is 58. 56+57+58 = 171 171 is the largest palindrome less than 220 that can be divided by three. Further palindromes are: 181, 191, 202 and 212.
Find prime factorization of 202?
202 2 101 202 2 101
What is the square root of 202?
The square root of 202 equals 14.213 or the square root of 202 (only factors of 202 are 202, 101, 2 and 1)
What is the square root of 808 in radical form?
Find two square numbers that add up to 202.
What is half of 202?
Half of 202 is 101. To find half of a number, you simply divide the number by 2. In this case, 202 divided by 2 equals 101. This can also be calculated by multiplying 202 by 0.5, which also equals 101.
