Form the algebraic expression using the variables, constants and arithmetic operators $(+, -, \times, \div)$ :
Number $x a n d y$ both squared and added

Open in App

Solution

Square of number $x = x^{2}$
square of number $y = y^{2}$
Now, numbers are added= $x^{2} + y^{2}$
Hence, the required algebraic expression is $x^{2} + y^{2}$

Suggest Corrections

Similar questions

Get the algebraic expressions in the following cases using variables, constants, and arithmetic operations: Numbers $x$ and $y$ are both squared and added.

Get the algebraic expression in the following case using variables, constants, and arithmetic operations:

Numbers $x$ and $y$ both squared and added.

Get the algebraic expression in the following case using variables, constants, and arithmetic operations:

Numbers $x$ and $y$ both squared and added.

[1 mark]

Q. Get the algebraic expression in the following cases using variable constants and arithmetic operations.
Numbers

x

and

y

both squared and added.

Find the algebraic expression in the following case using variables, constants, and arithmetic operations:

Numbers $x$ and $y$ are both squared and added.
[3 marks]

Join BYJU'S Learning Program

Form the algebraic expression using the variables, constants and arithmetic operators (+,-,×,÷):Number xandy both squared and added

Square of number x=x2square of number y=y2Now, numbers are added= x2+y2Hence, the required algebraic expression is x2+y2

Form the algebraic expression using the variables, constants and arithmetic operators $(+, -, \times, \div)$ :
Number $x a n d y$ both squared and added

Square of number $x = x^{2}$
square of number $y = y^{2}$
Now, numbers are added= $x^{2} + y^{2}$
Hence, the required algebraic expression is $x^{2} + y^{2}$