Webb25 jan. 2024 · Answer: The perimeter of a square is calculated by the formula: 4 times the length of the sides. P=4 x a => 56 = 4a => a=56/4 = 14cm. The area of a square is … WebbWe know that all sides of a rhombus are equal. Perimeter =4× length of side. ⇒ 56= 4×side. ⇒ Length of each side = 56 4 = 14 cm. Rhombus is also a parallelogram. So, Area of rhombus = Base × height. Height = area of the rhombus base. = 119 14 =8.5 cm. [ ∵ base can be taken as any side, as all sides are equal] . Suggest Corrections.
The perimeter of a square is 56cm. What is its area? - Brainly.in
Webb22 aug. 2024 · Side of the square = l. Perimeter of the square = P = 56 cm. Perimeter of the square is the sum of all the sides of the square. 4a = 56 cm. The length of the … WebbA square has a perimeter of 56m. What is its area and length Q6) Find the area of the square whose perimeter is 56 cm. Answer: Solution;. Perimeter = 56 cm. 4 x side = 56 cm Area of square = 14 x 14 = 196 cm.sq. 846 Math Consultants 4.7 Satisfaction rate theoretical tax
the perimeter of a square is 56 cm. what is the approximate length …
Webb7 apr. 2024 · Therefore, the perimeter of a rectangle is 56 cm. Example 2: The length of the rectangular field is 15m and the width is 6m. Find the perimeter of a rectangle field and also find the area. Solution: Given that Length = 15m Width = 6m We have, Area formula A = length x width = 15 x 6 = 90 m² Webb13 mars 2011 · You can't tell. The perimeter doesn't tell you the area. There are an infinitenumber of different rectangles, with different dimensions and different areas,that all have perimeters of 56.The greatest area it can have is 196 cm2 ... if it's a square with 14-cm sides.If it's not a square, then it can have any area less than 196 cm2.Here are a few … Webb26 juni 2024 · The perimeter of a square is 56 cm. what is the approximate length of its diagonal? Get the answers you need, now! hypedemiyy hypedemiyy 06/26/2024 ... Answer: 56cm Advertisement Advertisement zomslayerop zomslayerop The answer is 56cm because all sides are 56cm. Advertisement theoretical techniques