1. Determine the area of a kite if its diagonalmeasures 8cm and 12cm.
Area = (½) x d1 x d2
Area = (½) x 8cm x 12cm
Area = (½) x 96cm
Area = 48cm²
[tex] \: [/tex]
2. What is the area of a kite if its diagonal measures 10cm and 6cm.
Area = (½) x d1 x d2
Area = (½) x 10cm x 6cm
Area = (½) x 60cm
Area = 30cm²
[tex] \: [/tex]
3. What is the area of a kite if its diagonal measures 12cm and 6cm.
Area = (½) x d1 x d2
Area = (½) x 12cm x 6cm
Area = (½) x 60cm
Area = 36cm²
[tex] \: [/tex]
4. Given KITE is a kite, if [tex] m\angle [/tex]KET = 100°, [tex] m\angle [/tex]T = 62°, [tex] m\angle [/tex]EKT = 49°, find the measure of the following:
[tex] m\angle [/tex]EKT = 49°
[tex] m\angle [/tex]TKI = 41°
[tex] m\angle [/tex]EKI = 90°
[tex] m\angle [/tex]EIK = 49°
[tex] m\angle [/tex]ITK = 31°
[tex] m\angle [/tex]KOE = 90°
[tex] m\angle [/tex]TOI = 90°
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There are more possible iterations of a game of chess than there are atoms in the known universe.
Answers & Comments
Answer:
Basta Walang Jowa si Cassie
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1. Determine the area of a kite if its diagonal measures 8cm and 12cm.
[tex] \: [/tex]
2. What is the area of a kite if its diagonal measures 10cm and 6cm.
[tex] \: [/tex]
3. What is the area of a kite if its diagonal measures 12cm and 6cm.
[tex] \: [/tex]
4. Given KITE is a kite, if [tex] m\angle [/tex]KET = 100°, [tex] m\angle [/tex]T = 62°, [tex] m\angle [/tex]EKT = 49°, find the measure of the following:
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Fun Fact!
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