Identify the terms and their factors in 1 + x + x2
Terms in an algebraic expression are separated using addition(+) and subtraction(-) operators. In the expression 1 + x + x2 there are three terms and those terms are added below:
Identify Terms and Their Factors in 1 + x + x2
Solution:
Given:
- 1 + x + x2
Terms in the given algebraic expressions are:
1, x, x2
To find the factor of each term,
1 = 1
x = x
x2 = x × x
Similar Questions
Question 1: Identify the terms and their factors in 6xy2 + 7x2y?
Solution:
Given expression: 6xy2 + 7x2y
Here, terms are 6xy2 and 7x2y
therefore the factors of above term are
6xy2 = 6 × x × y × y
7x2y = 7 × x × x y
Question 2: Identify the terms and their factors in mn + n?
Solution:
Given expression: mn + n
Here ,we will find factor of the terms are mn and n not the full expression
therefore the factors of above term are
mn = m × n
n = n
Question 3: Identify the terms and their factors in 7y+5y2?
Solution:
Given expression: 7y+5y2
Here ,we will find factor of the terms are 7y and 5y2 not the full expression
therefore the factors of above term are
7y = 7 × y
5y2 = 5 × y × y
Question 4: Identify the terms and their factors in x3y+xy3+7?
Solution:
Given expression: x3y+xy3+7
Here ,we will find factor of the terms are x3y ,xy3 and 7 not the full expression
therefore the factors of above term are
x3y = x × x × x ×y
xy3 = x × y × y × y
7 = 7
Question 5: Identify the terms and their factors in y-3?
Solution:
Given expression: y – 3
Here ,we will find factor of the terms are y and -3 not the full expression
therefore the factors of above term are
y = y × 1
-3 = -1 × 3
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