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As a result, no parantheses, however many and wherever place will make it an equation, let alone a true one!
To make the equation true with parentheses, you can place them around the addition: (37 + 48) = 264. This implies that 37 plus 48 equals 85, which does not equal 264. Therefore, there are no placements of parentheses that can make the equation true as written.
To make the equation true by adding parentheses and brackets, you can structure it like this: ( 452 \times (4.7 - 4.4) \times 654 ). This simplifies the expression by calculating the difference first, which is ( 0.3 ), and then multiplying it by ( 452 ) and ( 654 ). This ensures that the order of operations yields a true statement.
use parentheses when u do a opperation. Parentheses have to do 1st no matter what
It is: (6-3)*(7+4) = 33
A solution to an equation is a set of values for the variables in the equation which make it true.
To make the equation true with parentheses, you can place them around the addition: (37 + 48) = 264. This implies that 37 plus 48 equals 85, which does not equal 264. Therefore, there are no placements of parentheses that can make the equation true as written.
To make the equation true by adding parentheses and brackets, you can structure it like this: ( 452 \times (4.7 - 4.4) \times 654 ). This simplifies the expression by calculating the difference first, which is ( 0.3 ), and then multiplying it by ( 452 ) and ( 654 ). This ensures that the order of operations yields a true statement.
use parentheses when u do a opperation. Parentheses have to do 1st no matter what
You cannot. And you cannot add parentheses to make it true either.
It is: (6-3)*(7+4) = 33
It is the set of values for all the variables in the equation which make the equation true.
A solution to an equation is a set of values for the variables in the equation which make it true.
They are called the "solutions" of the equation.
only one value will make the equation true: 2x = 5 x=5/2 x=2.5
what must you do to make the equation 81 X 9 equals 801 true.
13 + 7 - (6 + 4) * 2 = 0
a solution