A Kite Area Calculator is a tool that calculates the area of a kite. A kite is a quadrilateral with two pairs of adjacent congruent sides.
There are five formulas that you can use to calculate the area of the seven special quadrilaterals. There are only five formulas because some of them do double duty — for example, you can calculate the area of a rhombus with the kite formula. The quadrilateral area formulas are as follows...
Area of polygon calculator Circle Calculator Cone Calculator Rectangle / Parallelogram Calculator Cube Calculator Rhombus Calculator Cylinder Calculator Sphere Calculator Ellipse Calculator Square Calculator Hemisphere Calculator Trapezium Calculator Kite Calculator ...
Area of a parallelogram:It is significantly important for students to learn the basic formulas of area and perimeter. The area of a parallelogramis referred to as the space covered by a parallelogram in a two-dimensional plane. Any four-sided shape will have two pairs of opposite “parallel”...
Other types of quadrilaterals include kite, cyclic quadrilateral, tangential quadrilateral, and concave quadrilateral. Each type of quadrilateral has its own set of properties and formulas for calculating their area, perimeter, diagonals, and angles. How to find the area of a quadrilateral and example...
The power of wind cannot be underestimated. As a force, wind varies from a light breeze lifting a kite to the hurricane tearing off a roof. Even light poles and similar common, everyday structures must be designed to withstand the force of the wind. Calculating the projected area impacted ...
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aLocal area network (LAN) could share the hardware on the network. printers, scanners, and faxes can be shared by staffs of Builders Warehouse. For instance, a printer will supply more staffs and save administration cost through share hardware, but there is a shortage that in can be used ...
c. Calculate the area of a field of 50m length and 15m breadth. A = 50x15=750m 2 d. Tractor drives 48 km in 2 hours. What is its velocity? v=48/2=24km/hr e. A train travels at 120km/hr for 3 hours. How far did it travel? D=120x3=360km ...