Question

The area of square is numerically less than six time its side. List some square's in which happens

Answer 1

Answer:

Squares of side 5 units, 4 units, 3 units, 2 units, 1 units, etc can satisfy the given situation.

Step-by-step explanation:

Given,

Area of square is numerically less than six time its side.

From the properties of quadrilaterals :

• Area of square = side^2

Let,

Length of each side be a { no unit, since they are numerically equal }

According to the question :

= > Area of square < 6 times the side of square

= > a^2 < 6 x a

= > a x a < 6 x a

= > a < 6

It means length of side of the square must be lesser than 6 units in order to satisfy the given situation.

Squares of side 5 units, 4 units, 3 units, 2 units, 1 units, etc{ not in negative number, since side can't be negative }.

Answer 2

Hey there

refer to attachment.