Like Terms and Unlike Terms
Trending Questions
- xy
- yz
- xz
- x
Choose the correct option which indicates all the like terms in the following expression.
3x+5x+7y+9x−4y
(−4y, 7y)
(7y, −4y), (3x, 5x)
(3x, 5x, 7y)
(7y, −4y), (3x, 5x, 9x)
The sentence, We must work hard because no one succeeds without hard work, is the combined form of the simple sentences:
where "because" is an illative coordinating conjunction.
- True
- False
- Both A and B
- None of the above
- abc + 2ab
- -5d - 7d
- -3yz + 5zy
- 3ac - 2ca
Choose the correct option which indicates all the like terms in the following expression.
3x+5x+7y+9x−4y
(−4y, 7y)
(7y, −4y), (3x, 5x)
(7y, −4y), (3x, 5x, 9x)
(3x, 5x, 7y)
He is busy today. He cannot attend to any more clients. [Intermediate]
- He is busy today, so he cannot attend to any more clients.
- He is busy today and he cannot attend to any more clients.
- He is busy today because he cannot attend to any more clients.
- He is busy today or he cannot attend to any more clients.
Simplify:
3x2yz4 × 2xy3z2
6x3y3z6
x3y4z6
6x3y4z6
6x3y4z4
- 6
- 5
- 3
- 4
- 6xyz and −7yzx
- 13xy and 7yx
- 3y and 9z
- 6x2 and x22
2x +y + 6z = 46
solve using gauss jordans method
His bark is worse than his bite.
- His bite is bad, but his bark is worse.
- His bite is bad and his bark is worse.
- His bite is bad or his bark is worse.
- None of the above.
He could not catch the train because he was late.
- As he was late, he could not catch the train.
- He was late and could not catch the train.
- He was late or could not catch the train.
- None of the above.
(4x, 6y, -3x, 9z).
- (6y, 9z)
- (6y, -3x)
- (4x, 6y)
- (4x, -3x)
- 3
- 4
- 2
- 1
Group the like terms from the following algebraic terms:
20y, 20a2, 15q, −25s, 25a, 12z, y
20y, y
−25, 25a
15q, 12z
20y, 20a2
- -3x+5x
- ac -2ca
- 3xy+2yz
- -7w-4w
Choose the option that contains like terms from the following terms.
12x, 12a, 25p, 25q, x and 12y.
12x, x
12a, 12x
12a, 25q
25p, 25q
Choose the correct option which indicates all the like terms in the following expression.
3x+5x+7y+9x−4y
(−4y, 7y)
(7y, −4y), (3x, 5x)
(7y, −4y), (3x, 5x, 9x)
(3x, 5x, 7y)