1) One leg of a right triangle has length 20 and the radius of the inscribed circle is 6:
Compute the length of the hypotenuse of the right triangle.
answer: 29
2) Let a be a positive number such that a^2009-2a + 1 = 0: Find all possible values
of the sum S = 1 + a + a^2 +… + a^2008:
answer: 2 & 2009 (I can find 2009 but I can’t find out how to get 2)
3) Suppose (a + bi)^2 = 4(b + ai); where a > 0; b > 0; and I =rad -1; If a + bi =r(cosx + isin x); what is the ordered pair (r,x)? ( x should be in radians)
Answer:( 4, pi/6)
Compute the length of the hypotenuse of the right triangle.
answer: 29
2) Let a be a positive number such that a^2009-2a + 1 = 0: Find all possible values
of the sum S = 1 + a + a^2 +… + a^2008:
answer: 2 & 2009 (I can find 2009 but I can’t find out how to get 2)
3) Suppose (a + bi)^2 = 4(b + ai); where a > 0; b > 0; and I =rad -1; If a + bi =r(cosx + isin x); what is the ordered pair (r,x)? ( x should be in radians)
Answer:( 4, pi/6)
Asked Mar 17, 2013
0
im only in 5 grade idk wat ur taalking about
carter22 May 15, 2013