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What is the area of the kite? Check

What is the area of the kite?\newlineCheck

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Full solution

Q. What is the area of the kite?\newlineCheck
  1. Identify Diagonals: To find the area of a kite, we need the lengths of its diagonals. Let's say the lengths are d1d_1 and d2d_2. \newlineArea = (d1×d2)/2(d_1 \times d_2) / 2
  2. Assume Lengths: Let's assume the lengths of the diagonals are d1=10 cmd_1 = 10\,\text{cm} and d2=8 cmd_2 = 8\,\text{cm}. Now plug these values into the formula. Area=(10×8)2\text{Area} = \frac{(10 \times 8)}{2}
  3. Calculate Area: Perform the multiplication.\newlineArea = 802\frac{80}{2}
  4. Perform Multiplication: Now divide by 22 to get the final area.\newlineArea = 40 cm240\,\text{cm}^2

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