Unlike Terms
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If two given terms have the same variables and powers, but differ only in their numerical coefficient, then these two given terms are called unlike terms.
True
False
State whether True or False
3xy and 4xyz are unlike terms
- one
- two
- zero
- four
Find like and unlike terms in the following expression.
k is the variable.
- True
- False
6xy2 and −6y2x are unlike terms.
True
False
Write the like terms of the expression.
- 1
- 2
- 4
- 3
Identify the pairs of like terms among the following.
and
Two terms are said to be like terms if they contain a common variable irrespective of the power to which the variable is raised.
True
False
- one
- two
- zero
- four
State true or false :
and are like terms
- True
- False
Name the pair which contain like terms.
a. b. c. d. e.
Which of the following are unlike terms?
−5xyz2, −3xy2z
5xyz2, 25x2yz
15yxz2, 45xz2y
55xyz2, x2y2z2
(1) 5x, –7y, 6y, –3m, 2z, m, –y , 5z, −8x
(2) 4x2, –7y3, –10x2, – y3, 5y3
(3) 2x2yz, xyz2, xzy, –6xyz2, –xyz, 7yzx2
Choose the option that contains like terms from the following terms.
12x, 12a, 25p, 25q, x and 12y.
12x, x
12a, 12x
25p, 25q
12a, 25q
and are _______ terms.[like/unlike]
- 6ab –4c is a trinomial.
- 8p+10q –12 is a trinomial.
- 11y+3y is a binomial.
- 4b+5b –2b is a trinomial.
Identify the pair(s) of unlike terms among the given options.
4xy, 8x2
−3xy, 3yx
y, y2
y, −3y
Identify the pair(s) of unlike terms among the given options.
4xy, 8x2
−3xy, 3yx
y, y2
y, −3y
State whether a given pair of terms is of like or unlike terms.
- 5a+2c
- x+xz−7
- 2m+n2
- x−xy+y2−6