7th Grade > Mathematics
ALGEBRAIC EXPRESSIONS MCQs
Total Questions : 116
| Page 5 of 12 pages
Answer: Option B. -> 3
:
B
Given,2x2+6a–5x+10=25
Substituting the value of x = 1 in the above equation, we get,
2(1)2+6a−5(1)+10=25
⇒ 2 + 6a - 5 + 10 = 25
⇒ 6a + 7 = 25
⇒ 6a = 25 - 7 = 18
⇒ a = 3
:
B
Given,2x2+6a–5x+10=25
Substituting the value of x = 1 in the above equation, we get,
2(1)2+6a−5(1)+10=25
⇒ 2 + 6a - 5 + 10 = 25
⇒ 6a + 7 = 25
⇒ 6a = 25 - 7 = 18
⇒ a = 3
Answer: Option B. -> 10
:
B
The coefficient of term xy3in the expression 5x3+10xy3is10.
Acoefficient may be either a numerical factor (like 5, -3, 25...) or an algebraic factor (like x,y,x3y...)or a product of two or more factors (like 3xy,5x2z...)in a term of an algebraic expression.
∴ The coefficient ofxy3 in the expression5x3+10xy3 is 10
:
B
The coefficient of term xy3in the expression 5x3+10xy3is10.
Acoefficient may be either a numerical factor (like 5, -3, 25...) or an algebraic factor (like x,y,x3y...)or a product of two or more factors (like 3xy,5x2z...)in a term of an algebraic expression.
∴ The coefficient ofxy3 in the expression5x3+10xy3 is 10
Answer: Option C. -> trinomial
:
C
A trinomial is defined as a polynomial which contains threeunlike terms. The expression5ab3+22abc+10bc has three unlike terms andhence, it is a trinomial.
:
C
A trinomial is defined as a polynomial which contains threeunlike terms. The expression5ab3+22abc+10bc has three unlike terms andhence, it is a trinomial.
Answer: Option A. -> True
:
A
Analgebraic expressionis a mathematical phrase thatcontains numbers, variables (represented by lower case letters of the English alphabet) and operators (such as addition, subtraction, multiplication and division).
Here are some examples of algebraic expressions:
a+1,a–b, 3x,43,etc.
Hence, 2+3xis an algebraic expression.
:
A
Analgebraic expressionis a mathematical phrase thatcontains numbers, variables (represented by lower case letters of the English alphabet) and operators (such as addition, subtraction, multiplication and division).
Here are some examples of algebraic expressions:
a+1,a–b, 3x,43,etc.
Hence, 2+3xis an algebraic expression.
Answer: Option A. -> 3x+2a
:
A
Arrange the polynomials with like terms one below the other. Change the sign of each term to be subtracted and then combine the like terms.
4x+3ax+a(−)(−)3x+2a
(4x+3a)−(x+a)=3x+2a
:
A
Arrange the polynomials with like terms one below the other. Change the sign of each term to be subtracted and then combine the like terms.
4x+3ax+a(−)(−)3x+2a
(4x+3a)−(x+a)=3x+2a
Answer: Option C. -> 10 units
:
C
Perimeter of square = 40 units
4× side = 40
4×2x = 40
8x = 40
So, x = 5 units.
So,the length of each sideis 5×2 = 10 units.
:
C
Perimeter of square = 40 units
4× side = 40
4×2x = 40
8x = 40
So, x = 5 units.
So,the length of each sideis 5×2 = 10 units.
:
In the expression'12xy + 6', 'xy' is the variable part and it is multiplied to a constant part, which is called co-efficient of the variable.
In this case the coefficient of xy is 12.
:
The 'term' of an algebraic expressionis either a single number or variable, or number and variables multiplied together.
When such terms are added, it forms an algebraic expression.
So, 2x and (−12) are terms of the algebraicexpression (2x−12).
Here, weshould notice that ‘minus’ is associated with the terms.
Answer: Option A. -> xy
:
A
When a variable 'x' is multiplied with another variable 'y', the algebraic expression formed is 'xy'.
:
A
When a variable 'x' is multiplied with another variable 'y', the algebraic expression formed is 'xy'.