Math, asked by gargisonijpr20, 6 months ago


Find the perimeter of a rectangle whose area is 500 CM 2 and breadth is 20 cm

Answers

Answered by sonakshibasu
1

Answer:

90 cm

Step-by-step explanation:

to find the perimeter

we need to find the length

Length- area➗breadth

= 500➗20= 25

perimeter= (Length+ breadth) ❌ 2

=(25+20)❌2

45*2 = 90cm

hopefully it helps

Answered by belwaldeepak123
0

 \red{ \large{A}} \orange{ \large{N}} \purple{ \large{S}} \red{ \large{W}} \orange{ \large{E}} \purple{ \large{R}} \blue{ \large{ \bold{:-}}}

 \green{  \bold{area \: of \: rectangle}} \orange{ = }\blue{ \bold{length \times breadth}}

 \green{ \bold{500 {cm}^{2} }}   \orange{ = }\blue{ \bold{length \times 20cm}}

 \blue{ \bold{length}} \orange{ = } \frac{ \green{ \bold{500 {cm}^{2} }}}{ \blue{ \bold{20cm}}}

 \blue{ \bold{length}} \orange{ = } \pink{ \bold{25cm}}

\orange{ \large{✌✌✌}}[/tex]

[/tex] \green{ \bold{perimeter \: of \: rectangle}} \orange{ = }\blue{ \bold{2(l+b}}[/tex]

[/tex] \green{ \bold{perimeter \: of \: rectangle}} \orange{ = }\blue{ \bold{2(25+20}}[/tex]

 \green{  \bold{perimeter \: of \: rectangle}} \orange{ = }\blue{ \bold{2 \times 45}}

 \green{  \bold{perimeter \: of \: rectangle}} \orange{ = }\blue{ \bold{\large{90cm}}}

[tex] \red{ \large{plz}} \: \orange{ \large{mark}} \: \purple{ \large{as}} \: \red{ \large{brainliest}} \: \orange{ \large{if}} \: \purple{ \large{it}} \: \blue{ \large{helps}} \red{ \large{you}}

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