A conical paper cup has a radius of 3 inches. Approximate, to the nearest degree, the angle β (see the figure) so that the cone will have a volume of 50 in3.
I need the following two questions answered using between 100-200 words per question. 1) What are three interesting, researched facts about the mathematical work of Heron of Alexander? Use the internet for your research.2) Objective 2 and Objective 3 in Section 1.5 described the thinking process...
A conical paper cup has a radius of 2 inches. Approximate the angle (see the figure) so that the cone will have a volume of 20 in3.
Describe the figure or polygon produced by interpreting the symbol .
#62 in the document attached
For E11(1,6), consider the point G = (3,8). Compute the multiples of G from 2G to 9G.From textbook attached below. chapter 10
For E11(1,6) with G = (3,8), let Bobs secret key be nB = 7. a)Find Bobs public key PB. b)If Alice wants to send message Pm = (10,9) to Bob and chooses the random value k=4, determine the ciphertext Cm.c)Show how Bob recovers Pm from Cm.from chapter 10 form below link.