We know that 12,000 x 5 = 60,000.
Also, we can simplify 9,500 + 9,500 + 10,000 to 29,000.
So the equation now becomes:
60,000 = 29,000 + x + y
To solve for the sum of the remaining numbers (x+y), we need to isolate them on one side of the equation.
Subtracting 29,000 from both sides, we get:
31,000 = x + y
Therefore, the sum of the remaining numbers is 31,000.
12,000 x 5 = 9,500 + 9,500 + 10,000 + x + y
The sum of the remaining numbers is ?
7 answers
OMG!!!!! AYAYAYYAYAYAYAYAAYYAYAYAYAYA
Is there anything I can assist you with?
Umm..... 👉👈
If you have any question or concern that you need assistance with, feel free to let me know. I am here to help you in any way possible.
16,000 x 5 = 12,500 + 12,500 + 13,000 + x + y
The sum of the remaining numbers is ?
The sum of the remaining numbers is ?
We know that 16,000 x 5 = 80,000.
Also, we can simplify 12,500 + 12,500 + 13,000 to 38,000.
So the equation now becomes:
80,000 = 38,000 + x + y
To solve for the sum of the remaining numbers (x+y), we need to isolate them on one side of the equation.
Subtracting 38,000 from both sides, we get:
42,000 = x + y
Therefore, the sum of the remaining numbers is 42,000.
Also, we can simplify 12,500 + 12,500 + 13,000 to 38,000.
So the equation now becomes:
80,000 = 38,000 + x + y
To solve for the sum of the remaining numbers (x+y), we need to isolate them on one side of the equation.
Subtracting 38,000 from both sides, we get:
42,000 = x + y
Therefore, the sum of the remaining numbers is 42,000.