Question

Difference between Algebraic Identitys & Equations

Give reasons..in points​

Answer 1

$\tt\LARGE{\red{Answer:-}}$

↪️An identity is an equation which is true for all values of the the variables that are present in the equation.

For example, (a+b)2=a2+2ab+b2,is an identity.

↪️An equation is satisfied only by the solution of the variables present in it.

For example: x-3=0 is just an equation and not an identity because it is satisfied just by its solution x=3 and not for all values of x....✌️❣️

Answer 2

Answer:

Identity- an identity is an equation which is true for all the values that are present in the equation.

Equation- an equation is satisfied only by the solutions of the variables present in it...

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