To determine if the expressions (xx + 3) and (xx + 6 + xx) are equivalent, we can simplify them. The second expression simplifies to (2xx + 6). Since (xx + 3) and (2xx + 6) are not the same, they are not equivalent expressions.
The expression (3(x + 2)) can be simplified using the distributive property. By multiplying 3 with both terms inside the parentheses, we get (3x + 6). Thus, the equivalent expression is (3x + 6).
The simplified expression of 10h+6-5h+3 is 5h+9
39x-6
It is 15.
The expression is 33.
2(2x + 3)
The expression 9+5 is equivalent.
To determine if the expressions (xx + 3) and (xx + 6 + xx) are equivalent, we can simplify them. The second expression simplifies to (2xx + 6). Since (xx + 3) and (2xx + 6) are not the same, they are not equivalent expressions.
486 - 9 + 6 + 3 + 2 = 488
The expression (3(x + 2)) can be simplified using the distributive property. By multiplying 3 with both terms inside the parentheses, we get (3x + 6). Thus, the equivalent expression is (3x + 6).
17 + 6 + m
Yes, -6+x is the same as x-6.
The simplified expression of 10h+6-5h+3 is 5h+9
9
39x-6
It multiplies out as -2a -12