Q3) The area of rectangleis 240 sq.cm and length is 6 cm,then the breadth will be
Answers
Answer:
Area of a rectangle=240cm²
Length=6cm
Breadth=Area /Length
=240/6
=40cm
Step-by-step explanation:
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The correct option is
The correct option isB
The correct option isB20 cms
The correct option isB20 cmsLet the length of the rectangle = “l” cms
The correct option isB20 cmsLet the length of the rectangle = “l” cmsArea of a rectangle
The correct option isB20 cmsLet the length of the rectangle = “l” cmsArea of a rectangle =
The correct option isB20 cmsLet the length of the rectangle = “l” cmsArea of a rectangle =length
The correct option isB20 cmsLet the length of the rectangle = “l” cmsArea of a rectangle =length×
The correct option isB20 cmsLet the length of the rectangle = “l” cmsArea of a rectangle =length×breadth
The correct option isB20 cmsLet the length of the rectangle = “l” cmsArea of a rectangle =length×breadthForming an equation:
The correct option isB20 cmsLet the length of the rectangle = “l” cmsArea of a rectangle =length×breadthForming an equation:Hence
The correct option isB20 cmsLet the length of the rectangle = “l” cmsArea of a rectangle =length×breadthForming an equation:Hence 240
The correct option isB20 cmsLet the length of the rectangle = “l” cmsArea of a rectangle =length×breadthForming an equation:Hence 240=
The correct option isB20 cmsLet the length of the rectangle = “l” cmsArea of a rectangle =length×breadthForming an equation:Hence 240=l
The correct option isB20 cmsLet the length of the rectangle = “l” cmsArea of a rectangle =length×breadthForming an equation:Hence 240=l×
The correct option isB20 cmsLet the length of the rectangle = “l” cmsArea of a rectangle =length×breadthForming an equation:Hence 240=l×12
The correct option isB20 cmsLet the length of the rectangle = “l” cmsArea of a rectangle =length×breadthForming an equation:Hence 240=l×12⇒
The correct option isB20 cmsLet the length of the rectangle = “l” cmsArea of a rectangle =length×breadthForming an equation:Hence 240=l×12⇒240
The correct option isB20 cmsLet the length of the rectangle = “l” cmsArea of a rectangle =length×breadthForming an equation:Hence 240=l×12⇒24012
The correct option isB20 cmsLet the length of the rectangle = “l” cmsArea of a rectangle =length×breadthForming an equation:Hence 240=l×12⇒24012=
The correct option isB20 cmsLet the length of the rectangle = “l” cmsArea of a rectangle =length×breadthForming an equation:Hence 240=l×12⇒24012=l
The correct option isB20 cmsLet the length of the rectangle = “l” cmsArea of a rectangle =length×breadthForming an equation:Hence 240=l×12⇒24012=l∴
The correct option isB20 cmsLet the length of the rectangle = “l” cmsArea of a rectangle =length×breadthForming an equation:Hence 240=l×12⇒24012=l∴l
The correct option isB20 cmsLet the length of the rectangle = “l” cmsArea of a rectangle =length×breadthForming an equation:Hence 240=l×12⇒24012=l∴l=
The correct option isB20 cmsLet the length of the rectangle = “l” cmsArea of a rectangle =length×breadthForming an equation:Hence 240=l×12⇒24012=l∴l=20
The correct option isB20 cmsLet the length of the rectangle = “l” cmsArea of a rectangle =length×breadthForming an equation:Hence 240=l×12⇒24012=l∴l=20
The correct option isB20 cmsLet the length of the rectangle = “l” cmsArea of a rectangle =length×breadthForming an equation:Hence 240=l×12⇒24012=l∴l=20 cm
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