Question

A rectangular wooden picture frame is 1.08m wide and 2.63m long . What is the smallest length in metres required to make this frame?​

Answer 1

✬ Length = 7.42 m ✬

Step-by-step explanation:

Given:

• Width of rectangular frame is 1.08 m.
• Length of rectangular frame is 2.63 m.

To Find:

• What is the smallest length in metres required to make this frame?

Solution: The smallest length in metres to make this frame will be the Perimeter of wooden picture frame.

Let ABCD be a wooden picture frame in which

• AB = 2.63 m , Length
• BC = 1.08 m , Width

Since, the wooden picture frame is in rectangular shape. Therefore,

★ Perimeter of Rectangle = 2(Length + Width) ★

$\implies{\rm }$ Perimeter = 2(AB + BC)

$\implies{\rm }$ Perimeter = 2(1.08 + 2.63)

$\implies{\rm }$ Perimeter = 2(3.71)

$\implies{\rm }$ Perimeter = 7.42 m

Hence, the smallest length in metres required to make this frame will be 7.42 m.

_____________________

• Area of frame will be (Length $\times$ Width)

Answer 2

Answer:

thank for this answer thanks