If the perimeter is 20 feet, then what is the length of the rectangle, in feet? Length of a Rectangle: The length of a rectangle may be calculated by setting up an equation for the given relationship between the length and wid...
Perimeter of a rectangle is equal to the sum of the length of its four sides. As we know that the opposite sides of a rectangle are equal, so, if we have a rectangle having its sides as l,l,b and b, then its perimeter can be given by, l...
Breadth of a rectangle field =2xArea =3456m23x×2x=3456m26x2=3456m2x2=576m2x=24m Therefore, the length =72m Breadth =48mPerimeter of the rectangular field =72+48=120mCost of 1 meter =Rs.4Cost of 120 meter =Rs.4×120=Rs.480.This is the required solution.Updated on:21/07/2023 ...
As shown in the figure below, rectangle ABCD has a length of 25 and a width of 15. The lengths of the line segments marked on the figure are made by cutting two sides of the rectangle with two sets of 2 parallel lines. Each line in the horizontal direction is parallel to BC. Find ...
(4)The perimeter of the larger rectangle is 66 centimetres.Based on thequestion,an equation that can be written is).aab b bDiagram for Question 55 As shown in the diagram, the side length of the larger squares is a centimetres, and the side length of the smaller squares is b ...
A rectangle has a length that is 3 times its width. The perimeter of the rectangle is 24 cm. What is the width of the rectangle? (Let the width be x. The length is 3x. The perimeter formula is 2(length + width). The equation is 2(3x + x) = 24.) A. 3 cm B. 4 cm C....
\(\frac{x}{2}+2x=5→\frac{5}{2} x=5→ x=\frac{2×5}{5}=2\) ,plug in the value of \(x\) into the second equation. → \(y=-3\) 8- Choice E is correct We know that, \(\sqrt[n]{a^m}=a^{\frac{m}{n}}\) then: \(\sqrt{y}=\sqrt{3^6}=3^3=27→(3^6...
Formula for the perimeter of rectangle is P= 2(l + w) where P is perimeter,l is length and wi is width.This is joint variation equation where 2 is constant.so P = 2(6+ 4)= 20 mIf length is doubled, it will become 2l.And width is halved, so it will become .So the ne...
As shown in Figure 4, the path had the shape of a rectangle, with two semi-circles on its left and right sides with a radius of 𝑟=0.96r=0.96 m. The length of the long edge of the rectangle was 𝑙=32.53l=32.53 m. The person under test was instructed to walk along the marked...
Suppose you've got a metal bar that's been bent at a 120 degree angle. How can we express this in terms of radians? To find out, we'll write our equation in the following formula: 120° x (π radians/180°) Notice the pair of degree symbols shown above. Those will cancel each ...