Question

A rectangle has a height of 5 and a width of x^2+2 express the area of the entire rectangle expression should be expanded

Answer 1

$\sf \bold{Given : }$

A rectangle has a height 5 and a width of x² + 2 .

$\sf \bold{To \: find \: out : }$

Express the area of the entire rectangle?

$\sf \bold{Formula \: used : }$

⋆ Area of rectangle = Length × Breadth

$\sf \bold{Solution : }$

Length = 5 and Breadth = x² + 2

We know that,

Area of rectangle = Length × Breadth

→ Substituting the values of length and breadth

= 5 × ( x² + 2 )

= 5x² + 10

Hence, the area of entire rectangle is 5x² + 10.

$\bigstar\bold {Additional \: information : }$

• Monomials : Expression with single terms are called monomials.

• Binomials : Expression with two terms are called binomials.

• Trinomials: Expression with three terms are called binomials.

• Multinationals: Expression with two or more terms are called multinationals.

Answer 2

Given:

A rectangle has a height 5 and a width of x² + 2

To find out:

Express the area of the emtive rectangle?

Formula used:

Area of rectangle = Length × Breadth.

Solutions:

Length = 5 and Breadth = x² + 2

We know that:

Area of rectangle = Length × Breadth.

Substitution the value of Length × Breadth.

= 5 × (x² + 2)

= 5x² + 10

Hence, the area of the emtive rectangle is 5x² + 10

Additional informational:

•Monomials: expression with single terms are called monomials.

• Binomial: expression with two terms are called binomials.

• Trinomial: expression with 3 terms are called trinomial.

• Multinational: expression with Tu are mo terms are called Multinational.

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