Maths

• A prime number is an integer greater than one that has no positive divisors other than one and itself.
• An odd number is any non-zero integer whose remainder, upon division by two, is one.
• The product of two numbers is the result when they are multiplied together.
• The product of the first n even numbers can be found using the formula (2^(n-1)) * n
• The quotient of two numbers is the result obtained from dividing the first number by the second number.
• The sum of the first n odd numbers can be found using the formula (n^2 - n) * 2
• The sum of the squares of the first n natural numbers can be found using the formula (n^3)/3 + (n^2)/2
• The sum of two numbers is the result obtained from adding them together.
• The difference between two numbers is the result obtained from subtracting the smaller number from the larger number.
• The sum of the first n cubes can be calculated using the formula (n^3)/3 + n^2/2 - n/6
• A prime number is an integer greater than 1 that has no positive divisors other than 1 and itself.
• The sum of the first n cubes can be found using the formula (n^3)/3 + n^3/6
• The sum of the first n squares can be calculated using the formula n(n+1)(2n+1)/6
• The difference between two numbers is the result obtained from subtracting one number from another.
• The sum of the first n triangular numbers can be calculated using the formula n(n+1)/2
• The product of three or more numbers is the result obtained from multiplying all the numbers together.
• The sum of the cubes of the first n natural numbers can be found using the formula (n^4)/4 + (n^3)/3
• The quotient of three or more numbers is the result obtained from dividing the first number by the other numbers, with division occurring repeatedly until only one number remains.
• The quotient of three or more numbers is the result obtained from dividing the first number by the other numbers, with division occurring sequentially starting from the leftmost digit.
• An odd number is any non-zero integer whose remainder when divided by 2 is 1.
• The sum of the fourth powers of the first n natural numbers can be found using the formula (n^5)/5 + (n^4)/4
• The product of the first n natural numbers can be calculated using the formula n! = 1 x 2 x ... X n
• The product of the first n even numbers can be found using the formula n(n+2)(n+4)
• The product of three consecutive even integers is always divisible by 8.
• The sum of the first n odd numbers can be calculated using the formula n^2
• The product of three or more numbers is the result obtained from multiplying all of the numbers together.