find the perimeter and are of a rectangle whose length is 8m and breadth is 11 m pls guys About the author Eloise
Answer: The answer will be: Perimeter = 38m Area = 88m^2. Step-by-step explanation: Perimeter of rectangle = 2(l+b) Thus, perimeter = 2(8 +11) = 2 × 19 = 38 m Area of rectangle= lb = 8 × 11 = 88 m^2 That’s all. Reply
Given: Length of Rectangle = 8m Breadth of Rectangle = 11m To Find: The Perimeter and Area of Rectangle Solution: ❂ [tex]\bold{Perimeter\;of\; Rectangle = 2(l+b)}[/tex] [tex]→\;{\sf{2(8+11)}}[/tex] [tex]→\;{\sf{2(19)}}[/tex] [tex]➝\;{\bf{38m}}[/tex] ❂ [tex]\bold{Area\;of\;Rectangle = l×b}[/tex] [tex]→\;{\sf{8×11}}[/tex] [tex]➝\;{\bf{88m²}}[/tex] AnSweR: Perimeter of Rectangle ◕➜ [tex]\Large{\red{\mathfrak{38m}}}[/tex] Area of Rectangle ◕➜ [tex]\Large{\pink{\mathfrak{88m²}}}[/tex] Hope It Helps You ✌️ Reply
Answer:
The answer will be:
Perimeter = 38m
Area = 88m^2.
Step-by-step explanation:
Perimeter of rectangle = 2(l+b)
Thus, perimeter = 2(8 +11)
= 2 × 19
= 38 m
Area of rectangle= lb
= 8 × 11
= 88 m^2
That’s all.
Given:
To Find:
Solution:
❂ [tex]\bold{Perimeter\;of\; Rectangle = 2(l+b)}[/tex]
[tex]→\;{\sf{2(8+11)}}[/tex]
[tex]→\;{\sf{2(19)}}[/tex]
[tex]➝\;{\bf{38m}}[/tex]
❂ [tex]\bold{Area\;of\;Rectangle = l×b}[/tex]
[tex]→\;{\sf{8×11}}[/tex]
[tex]➝\;{\bf{88m²}}[/tex]
AnSweR:
Perimeter of Rectangle ◕➜ [tex]\Large{\red{\mathfrak{38m}}}[/tex]
Area of Rectangle ◕➜ [tex]\Large{\pink{\mathfrak{88m²}}}[/tex]
Hope It Helps You ✌️