Given -
17x + x + 3x
3d/9 -2d -12
13/28 - w + 9 + 16w
6(2a - b) + 3(8a + 11)
To Find -
Variable(s):
Constant(s):
Coefficient(s):
Term(s):
Like term(s):
Step-by-Step Explanation -
(a) 17x + x + 3x
Variable(s): x
Constant(s): None
Coefficient(s): 17, 1, 3
Term(s): 17x, x, 3x
Like term(s): 17x, x, 3x
(b) 3d/9 -2d -12
Variable(s): d
Constant(s): 12
Coefficient(s): 3/9, -2
Term(s): 3d/9, -2d, -12
Like term(s): 3d/9, -2d
(c) 13/28 - w + 9 + 16w
= (13 + 252)/28 - w + 16w
= 265/28 - w + 16w
Variable(s): w
Constant(s): 265/28
Coefficient(s): -1, 16
Term(s): 265/28, -w, 16w
Like term(s): -w, 16w
(d) 6(2a - b) + 3(8a + 11)
= 12a - 6b + 24a + 33
Variable(s): a, b
Constant(s): 33
Coefficient(s): 12, -6, 24
Term(s): 12a, -6b, 24a, 33
Like term(s): 12a, -6b, 24a
Final Answer -
(a): Variable(s): x
Constant(s): None
Coefficient(s): 17, 1, 3
Term(s): 17x, x, 3x
Like term(s): 17x, x, 3x
(b) Variable(s): d
Constant(s): 12
Coefficient(s): 3/9, -2
Term(s): 3d/9, -2d, -12
Like term(s): 3d/9, -2d
(c) Variable(s): w
Constant(s): 265/28
Coefficient(s): -1, 16
Term(s): 265/28, -w, 16w
Like term(s): -w, 16w
(d) Variable(s): a, b
Constant(s): 33
Coefficient(s): 12, -6, 24
Term(s): 12a, -6b, 24a, 33
Like term(s): 12a, -6b, 24a
