Make the equaton 8*4-3+1=0 true by adding parentheses
8*(4-(3+1)) = 0
To make the equation 8*4-3+1=0 true by adding parentheses, we can rearrange the expression and group certain numbers together. Here's one possible way:
8*(4-3+1) = 0
In this case, we have placed parentheses around the numbers 4, 3, and 1 and calculated their sum first. Then, we multiplied the result by 8. This expression equals zero, satisfying the equation.
To make the equation 8*4-3+1=0 true by adding parentheses, we need to rearrange the order of operations to change how the numbers are calculated.
Let's consider the equation: 8*4-3+1=0
According to the order of operations (PEMDAS/BODMAS), we should perform the multiplication first, then subtraction, and finally addition. However, by strategically placing parentheses, we can alter the order of operations.
One way to add parentheses to make the equation true is:
(8*(4-3))+1=0
Here's an explanation of the steps:
1. Start by adding parentheses around the subtraction operation (4-3) to change the order of operations.
2. Then, multiply the result of (4-3) by 8.
3. Finally, add 1 to the product.
By adding the parentheses, the equation now reads (8*(4-3))+1=0, which would evaluate to 8+1=0, and therefore the equation becomes true.