I think this deals with the same problem you posted at 8:49 pm
In this question I think you wanted to subract 5x+4 from 9x+11
that would be 9x+11 - (5x+4)
= 9x + 11 - 5x - 4
= 4x + 7
See how important brackets and the order of operations are ??
the problem is about adding and subtracting polynomials...
This is what I did...
2x+3+3x+1
=2x+3x+3+1
=5x+4
and
9x+11-5x+4
=9x-5x+11+4
=4x+15
but then, if I add both 5x+4+4x+15
=9x+19...
9 answers
(9m + 6) + (-5m - 6)
= (9m - 5m) + (6 - 6)
= 4m + 0
= 4m
= 4m + 0
= 4m
(3r² + 7r + 1) + (4r² - 8r - 2)
(3r² + 7r + 1) + (4r² - 8r - 2)
= 3r² + 4r² + 7r - 8r + 1 - 2 (grouping like terms)
= 7r² - r - 1
= 3r² + 4r² + 7r - 8r + 1 - 2 (grouping like terms)
= 7r² - r - 1
(6h + 1) - (9h + 4)
(6h + 1) - (9h + 4)
= 6h + 1 - 9h - 4 (distribute the negative sign to all terms inside the parentheses)
= -3h - 3
= 6h + 1 - 9h - 4 (distribute the negative sign to all terms inside the parentheses)
= -3h - 3
(-7w² - 2w - 1) - (-5w² + 3w - 2)
(-7w² - 2w - 1) - (-5w² + 3w - 2)
= -7w² - 2w - 1 + 5w² - 3w + 2 (change the signs inside the second set of parentheses and combine like terms)
= -2w² - 5w + 1
= -7w² - 2w - 1 + 5w² - 3w + 2 (change the signs inside the second set of parentheses and combine like terms)
= -2w² - 5w + 1