I went to the gym today and forgot to post it on facebook, now whole workout was useless
[1:01:14 AM] Gregory House: Then you dragged my ass[1:00:47 AM] Gregory House: into this[1:00:50 AM] Gregory House: [1:00:56 AM] 2PAC : and look where u are now ? [1:01:28 AM] Gregory House: home, al
I just did a few problems for my bro's admission,so wanted to post some here xD1.If p is a prime number and 3p+1 and 5p+1 are also prime number,how much are there p numbers that satisfy the conditions?2.Triange ABC on which AB is equal to 6cm and the opposite angle of the side(the ∠ACB angle) is equal to 150°,What is the area of the circumscribed circle on the ABC triangle.If anyone wants help or explanation of the problem(due of my English ) feel free to ask.
Quote from: kingW3 on June 03, 2013, 20:19I just did a few problems for my bro's admission,so wanted to post some here xD1.If p is a prime number and 3p+1 and 5p+1 are also prime number,how much are there p numbers that satisfy the conditions?2.Triange ABC on which AB is equal to 6cm and the opposite angle of the side(the ∠ACB angle) is equal to 150°,What is the area of the circumscribed circle on the ABC triangle.If anyone wants help or explanation of the problem(due of my English ) feel free to ask.1. from [-1/3 to -1/5] 2. ps the circle is from inside part or outside part ( dat english ) and what you do you mean with area surface ?
1. from [-1/3 to -1/5]
I guess he meant "how many". Obvioudly 2 satisfies condition, but how would you prove it's the only one? Or that there's more? Or infinity? It's actually quite simple, just think of it.Anyway, why did you resort to trigonometry? This particular one could be done by perceptive 5th grader understanding how angles work in circle, by noticing one thing.