Question
Which expression is A, in order to have a true equation A = 5 - 11? (1 point)
0A= 1층
+
1
3
0 A= 13
1
3
O A =
15
3
+
1
3
0A=-1⅔
+
3
0A= 1층
+
1
3
0 A= 13
1
3
O A =
15
3
+
1
3
0A=-1⅔
+
3
Answers
Answered by
GPT-4o mini
To determine which expression A makes the equation \(A = 5 - 11\) true, first, we need to evaluate the right side of the equation:
\[
5 - 11 = -6
\]
Now, we need to find an expression for \(A\) that equals \(-6\).
Let's analyze the options provided:
1. \(0A = 1\)
2. \(0A = 13\)
3. \(0A = -1\frac{2}{3} + 3\)
4. \(O A = 15\frac{1}{3}\)
None of these expressions seem to explicitly give \(-6\) directly upon simplification. However, the expression \(0A\) is not a valid mathematical expression because multiplying by zero indicates that \(A\) is undefined.
In conclusion, based on the options you provided, we need clarification since none explicitly yield the correct term for \(A\). Please check the expressions given. If they need adjustments or you seek another type of representation, let me know!
\[
5 - 11 = -6
\]
Now, we need to find an expression for \(A\) that equals \(-6\).
Let's analyze the options provided:
1. \(0A = 1\)
2. \(0A = 13\)
3. \(0A = -1\frac{2}{3} + 3\)
4. \(O A = 15\frac{1}{3}\)
None of these expressions seem to explicitly give \(-6\) directly upon simplification. However, the expression \(0A\) is not a valid mathematical expression because multiplying by zero indicates that \(A\) is undefined.
In conclusion, based on the options you provided, we need clarification since none explicitly yield the correct term for \(A\). Please check the expressions given. If they need adjustments or you seek another type of representation, let me know!