If I complete the 18 + 6 am I not adding, which occurs later in the order of operations. Since the parenthesis was removed when I whole way distributed, we then move on to dividing and then adding.
If the parenthesis remains after distribution, then this is all a moot point and the answer is 2.
If I complete the 18 + 6 am I not adding, which occurs later in the order of operations. Since the parenthesis was removed when I whole way distributed, we then move on to dividing and then adding.
If the parenthesis remains after distribution, then this is all a moot point and the answer is 2.
you are assuming the problem is 48 divided by 2 times the solution of 9 and 3. It is actually 48 divided by 2 times the solution of 9+3 the way it is written in the calculator.
There is no assumption. That is just how you solve the problem if you follow the distributive property. If you ignore the distributive property, you can get 288.
you are assuming the problem is 48 divided by 2 times the solution of 9 and 3. It is actually 48 divided by 2 times the solution of 9+3 the way it is written in the calculator.
There is no assumption. That is just how you solve the problem if you follow the distributive property. If you ignore the distributive property, you can get 288.
technically yes, but in the context of the problem you have to complete it as 2(12) because changing that to 2*12 disrupts the true order of operations
technically yes, but in the context of the problem you have to complete it as 2(12) because changing that to 2*12 disrupts the true order of operations
If I complete the 18 + 6 am I not adding, which occurs later in the order of operations. Since the parenthesis was removed when I whole way distributed, we then move on to dividing and then adding.
If the parenthesis remains after distribution, then this is all a moot point and the answer is 2.
i dont know what else to tell you. you're reading the chart too literally. the only reason it doesnt go further is because there is nothing left to do in the example they provided. if there was another part of the equation in the example, you would combine before moving forward.
Given a set S and two binary operations · and + on S, we say that the operation ·
is left-distributive over + if, given any elements x, y, and z of S,
x · (y + z) = (x · y) + (x · z);
is right-distributive over + if, given any elements x, y, and z of S:
(y + z) · x = (y · x) + (z · x);
is distributive over + if it is both left- and right-distributive.
Notice that when · is commutative, then the three above conditions are logically equivalent.
They didn't combine anything or leave them in parenthesis.
If I complete the 18 + 6 am I not adding, which occurs later in the order of operations. Since the parenthesis was removed when I whole way distributed, we then move on to dividing and then adding.
If the parenthesis remains after distribution, then this is all a moot point and the answer is 2.
i dont know what else to tell you. you're reading the chart too literally. the only reason it doesnt go further is because there is nothing left to do in the example they provided. if there was another part of the equation in the example, you would combine before moving forward.
Given a set S and two binary operations · and + on S, we say that the operation ·
is left-distributive over + if, given any elements x, y, and z of S,
x · (y + z) = (x · y) + (x · z);
is right-distributive over + if, given any elements x, y, and z of S:
(y + z) · x = (y · x) + (z · x);
is distributive over + if it is both left- and right-distributive.
Notice that when · is commutative, then the three above conditions are logically equivalent.
They didn't combine anything or leave them in parenthesis.
the confusion comes in, because people try to rewrite the equation as 48/2(9+3), which can be misinterpreted as 48 in the numerator divided by 2(9+3) in the denominator, which then gives you an answer of 2.
as written (in the original problem), the answer is undeniably 288.
for those who think the answer is 2, please answer this equation:
48/2(6+2)+5+3+4
Spoiler [+]
by the logic you used to get 2 (you assumed that everything behind the / -- in your rewritten interpretation of the original equation -- was in the denominator) your answer to the above question would be 1. the correct answer to the problem above is 300...just as the correct answer to the original problem is 288.
Again, it's not an assumption that everything behind the / is the denominator. If you follow the distributive property, you simply can not divide 48 by 2 first. You MUST resolve 2(9 + 3) first.
and to answer your equation:
the confusion comes in, because people try to rewrite the equation as 48/2(9+3), which can be misinterpreted as 48 in the numerator divided by 2(9+3) in the denominator, which then gives you an answer of 2.
as written (in the original problem), the answer is undeniably 288.
for those who think the answer is 2, please answer this equation:
48/2(6+2)+5+3+4
Spoiler [+]
by the logic you used to get 2 (you assumed that everything behind the / -- in your rewritten interpretation of the original equation -- was in the denominator) your answer to the above question would be 1. the correct answer to the problem above is 300...just as the correct answer to the original problem is 288.
Again, it's not an assumption that everything behind the / is the denominator. If you follow the distributive property, you simply can not divide 48 by 2 first. You MUST resolve 2(9 + 3) first.
and to answer your equation: