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To find the two numbers you need to add to get 150, you can set up an equation: x + y = 150. Since you are looking for two numbers, there are infinite pairs that satisfy this equation. For example, 100 + 50 = 150, or 75 + 75 = 150. The key is to understand that there are multiple correct answers to this question.
What else can I help you with?
What two numbers multiply to 150 and add to negative 55?
205
What two numbers add to -25 and multiply to 150?
125
What two numbers can you add to get 300?
200+100=300 150+150=300 300+0=300
What numbers must you add to make an even number?
You must add either two odd numbers or two even numbers.
What two things add to 150 but when the two numbers are subtracted equals 120?
270
What numbers multiply into 150 and add to -19?
To solve this problem, we are looking for two numbers that multiply to 150 and add to -19. Let’s break it down: Product of the two numbers: The two numbers should multiply to give 150. Sum of the two numbers: The same two numbers should add up to -19.
The middle number for 150 and 280?
The middle number for 150 and 280 is 215. Here's how you work it out: Add the two numbers together which makes a total of 430. Then you divide the number by the number of numbers you added together to give you your answer.
What two numbers add -25 but multiply 150?
125
What two numbers add to -31 but multiply to 150?
119
What two numbers multiply to 150 and add to negative 55?
205
What two numbers add to -25 and multiply to 150?
125
What two numbers multiply to 150 and add to negative 25?
175
What two numbers can you add to get 300?
200+100=300 150+150=300 300+0=300
What numbers must you add to make an even number?
You must add either two odd numbers or two even numbers.
What two things add to 150 but when the two numbers are subtracted equals 120?
270
What is 150.00 plus 15 percent?
find 15% of 150 and then add the two numbers
What two numbers equal 150?
15 and 10 if you multiply them. 140 and 10 if you add them. 160 and 10 if you subtract them. 1500 and 10 if you divide them.
