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This is a rectangle, not a square, but the problem is solved in the same manner. Multiply length x width. You did not provide units for the 2 and 7, so I'll give you some answers with various units.
If the units for length and width are centimeters, A = 2cm x 7cm = 14cm2.
If the units for length and width are meters, A = 2m x 7m = 14m2.
If the units for length and width are inches, A = 2in x 7in = 14in2.
If the units for length and width are feet, A = 2ft x 7ft = 14ft2.
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What is the area of the square with a side length of 2x?
The area is 4x2 square units
What percentage of the square is occupied by the circle when it is inscribed in a square and tangent at all four sides?
Say the radius of the circle is x. This makes the area of the circle pi x2. Since the length of the square's sides is the diameter of the circle, 2x, its area is 2x * 2x = 4x2. The percentage occupied by the circle is the area of the circle divided by the area of the square times 100 pi/4 x 100; pi/4 x 100 = 100pi/4 = 25pi = 78.6%.
The area of the garden is 50 square feet and the length of the garden is twice the width What is the length of the fence?
The formula for finding the area of a rectcngle is: L * W = A Let x represent the width and 2x represent the length (twice the width). Set up the equation and solve: 2x * x = 50 (then simplify) 2x² = 50 (then divide both sides to find the value of x²) x² = 25 (then find the square root of 25 to solve for x) x = 5 the width (x) = 5, and the length (2x) = 10
A rectangle has length of 2x-5 units and a width of x-3 units what is the area in square units of the rectangle?
a rectangle has a length of 2x-5 units and a width of x-3 units. what is the area, in square units, of the rectangle?
The length of a rectangle is twice the width and diagonal is 25cm work out the area of the rectangle?
Well, isn't that just a happy little problem we have here? To find the area of the rectangle, we first need to use the Pythagorean theorem to find the length and width. Since the length is twice the width, we can set up the equation x^2 + (2x)^2 = 25^2. Solving this will give us the width and length, and then we can multiply them to find the area. Happy calculating!
