Answer:
Draw a line segment AB = 5cm.
⇒ With A as a center and radius AC = 5cm, draw an arc.
⇒ With B as a center and radius BC = 6cm, draw an arc, intersecting the previous arc at point C.
⇒ With A as a center and radius AD = 3cm, draw an arc.
⇒ Take C as a center with radius CD = 4cm draw an arc intersecting the previous arc at point D.
⇒ Join AC, BC, AD and CD.
Thus, ABCD is a required quadrilateral.
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Let the breadth of a rectangle be (x) cm. Then,
it's length = (3x) cm
Perimeter of a rectangle = 2(1 + b)
=> 48 = = 2(3x + x)
48/2 = 4x
=> 24 = 4x
=> x = 24/4
=> x = 6
Hence, the breadth of a rectangle = 6 cm
and it's length = (3 × 6) cm
= 18 cm
Step-by-step explanation:
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Verified answer
Answer:
Draw a line segment AB = 5cm.
⇒ With A as a center and radius AC = 5cm, draw an arc.
⇒ With B as a center and radius BC = 6cm, draw an arc, intersecting the previous arc at point C.
⇒ With A as a center and radius AD = 3cm, draw an arc.
⇒ Take C as a center with radius CD = 4cm draw an arc intersecting the previous arc at point D.
⇒ Join AC, BC, AD and CD.
Thus, ABCD is a required quadrilateral.
hope it helps you:)
ohh!. sorry really sorry kookie!.
hope you get well soon!.
Answer:
Let the breadth of a rectangle be (x) cm. Then,
it's length = (3x) cm
Perimeter of a rectangle = 2(1 + b)
=> 48 = = 2(3x + x)
48/2 = 4x
=> 24 = 4x
=> x = 24/4
=> x = 6
Hence, the breadth of a rectangle = 6 cm
and it's length = (3 × 6) cm
= 18 cm
Step-by-step explanation:
take care of yourself and get well sooon