Into a circle inscribed is deltoid (kite). If one of its angles between equal sides subtends 60° then, the relation of the longer to the shorter diagonal is?

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Into a circle inscribed is deltoid (kite). If one of its angles between equal sides
subtends 60° then, the relation of the longer to the shorter diagonal is?

O MODULES.pdf
MODULE3.pdf
O Analytical geome X
How do you find
„Find an equation X
G Consider the sphe x
Given is a regular X
+
ロ
O File | D:/SUBJECTS/2ndSem/Genmath2_EMATHB/Module%201/Analytical%20Geometry%20Module/Analytical%20geometry%20modules.pdf
Analytical geometry modules.pdf
45 / 76
134%
5. Into a circle inscribed is deltoid (kite). If one of its angles between equal sides
subtends 60° then, the relation of the longer to the shorter diagonal is?
6. Deltoid with sides' length of 1 and 2 is inscribed into a circle. The ratio of
greater to the shorter diagonal is?
ら
f
7. If one side of a parallelogram is 4 cm, other 6 cm, and the diagonal 4/2 cm,
what is the length of the other diagonal?
8. Find the area of the rhomb (diamond) with the side of length 20 cm and the
diagonal of length 32 cm.
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Ca O 4x ENG
26/04/2021
Transcribed Image Text:O MODULES.pdf MODULE3.pdf O Analytical geome X How do you find „Find an equation X G Consider the sphe x Given is a regular X + ロ O File | D:/SUBJECTS/2ndSem/Genmath2_EMATHB/Module%201/Analytical%20Geometry%20Module/Analytical%20geometry%20modules.pdf Analytical geometry modules.pdf 45 / 76 134% 5. Into a circle inscribed is deltoid (kite). If one of its angles between equal sides subtends 60° then, the relation of the longer to the shorter diagonal is? 6. Deltoid with sides' length of 1 and 2 is inscribed into a circle. The ratio of greater to the shorter diagonal is? ら f 7. If one side of a parallelogram is 4 cm, other 6 cm, and the diagonal 4/2 cm, what is the length of the other diagonal? 8. Find the area of the rhomb (diamond) with the side of length 20 cm and the diagonal of length 32 cm. PDF precalculus-m3-to..pdf Show all 2:17 am P Type here to search Ca O 4x ENG 26/04/2021
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