11 and 1
242
Three numbers that multiply to get 330 are 5, 11, and 6. When you multiply these together (5 × 11 × 6), the product is 330. Other combinations are possible as well, such as 1, 10, and 33 or 3, 10, and 11.
The two numbers that multiply to -11 and add to -5 are -11 and 1. When you multiply -11 and 1, the result is -11. When you add them together, -11 + 1 equals -10, not -5. Therefore, there are no two real numbers that satisfy both conditions.
The two numbers that add to -11 and multiply to 19 are -10 and -1. When you add them together, -10 + (-1) equals -11. When you multiply them, -10 × -1 equals 10, not 19. Therefore, there are no two real numbers that satisfy both conditions simultaneously.
The three prime numbers that multiply to equal 110 are 2, 5, and 11. When you multiply these together (2 × 5 × 11), you get 110. Each of these numbers is prime, meaning they have no divisors other than 1 and themselves.
You can multiply 2 times 11 times 5 to make 110! (2x11=22x5=110)
242
Multiply them together. Multiply that total by successive counting numbers.
7 * 11 = 77
7, 11 and 13
Three numbers that multiply to get 330 are 5, 11, and 6. When you multiply these together (5 × 11 × 6), the product is 330. Other combinations are possible as well, such as 1, 10, and 33 or 3, 10, and 11.
You can multiply any numbers together.
-71
The two numbers that multiply together to equal 149 are 13 and 11. This is because 13 multiplied by 11 equals 143, and there is no other combination of two whole numbers that multiply together to equal 149. These numbers are prime numbers, meaning they are only divisible by 1 and themselves.
The two numbers that multiply to -11 and add to -5 are -11 and 1. When you multiply -11 and 1, the result is -11. When you add them together, -11 + 1 equals -10, not -5. Therefore, there are no two real numbers that satisfy both conditions.
221
The two numbers that add to -11 and multiply to 19 are -10 and -1. When you add them together, -10 + (-1) equals -11. When you multiply them, -10 × -1 equals 10, not 19. Therefore, there are no two real numbers that satisfy both conditions simultaneously.