J jdent Full Member 10+ Year Member 15+ Year Member Joined May 2, 2008 Messages 340 Reaction score 1 Aug 3, 2008 #1 Members do not see this ad. find the reciprocal of 2 + 2*square root of 3 some1 help
S Streetwolf Ultra Senior Member Verified Member 10+ Year Member Dentist 15+ Year Member Joined Oct 25, 2006 Messages 1,801 Reaction score 7 Aug 3, 2008 #2 jdent said: find the reciprocal of 2 + 2*square root of 3 some1 help Click to expand... Umm... 1 over that? Upvote 0 Downvote
jdent said: find the reciprocal of 2 + 2*square root of 3 some1 help Click to expand... Umm... 1 over that?
J jdent Full Member 10+ Year Member 15+ Year Member Joined May 2, 2008 Messages 340 Reaction score 1 Aug 3, 2008 #3 yes very bright but what I meant was in a fraction form . I am doing top score and their math is impossible anybody have any imput on that here is another problem (t^2+2t+4)/(t+1) Upvote 0 Downvote
yes very bright but what I meant was in a fraction form . I am doing top score and their math is impossible anybody have any imput on that here is another problem (t^2+2t+4)/(t+1)
S Streetwolf Ultra Senior Member Verified Member 10+ Year Member Dentist 15+ Year Member Joined Oct 25, 2006 Messages 1,801 Reaction score 7 Aug 3, 2008 #4 jdent said: yes very bright but what I meant was in a fraction form . I am doing top score and their math is impossible anybody have any imput on that here is another problem (t^2+2t+4)/(t+1) Click to expand... Okay fine. 2 + 2sqrt(3) becomes 1/(2+2sqrt(3)) You can get rid of the sqrt by using its conjugate, 2 - 2sqrt(3). Multiply the entire thing by 2-2sqrt(3) / 2-2sqrt(3) and you get: 2-2sqrt(3) / (2+2sqrt(3))(2-2sqrt(3)) = 2-2sqrt(3) / (4 - 4sqrt(3)sqrt(3)) = 2-2sqrt(3) / (4-12) = 2-2sqrt(3) / -8 = -1/4 + sqrt(3)/4 Or (1/4)sqrt(3) - 1/4 if you want to write it that way. === (t^2+2t+4)/(t+1) What do you want with this one? Reciprocal? Upvote 0 Downvote
jdent said: yes very bright but what I meant was in a fraction form . I am doing top score and their math is impossible anybody have any imput on that here is another problem (t^2+2t+4)/(t+1) Click to expand... Okay fine. 2 + 2sqrt(3) becomes 1/(2+2sqrt(3)) You can get rid of the sqrt by using its conjugate, 2 - 2sqrt(3). Multiply the entire thing by 2-2sqrt(3) / 2-2sqrt(3) and you get: 2-2sqrt(3) / (2+2sqrt(3))(2-2sqrt(3)) = 2-2sqrt(3) / (4 - 4sqrt(3)sqrt(3)) = 2-2sqrt(3) / (4-12) = 2-2sqrt(3) / -8 = -1/4 + sqrt(3)/4 Or (1/4)sqrt(3) - 1/4 if you want to write it that way. === (t^2+2t+4)/(t+1) What do you want with this one? Reciprocal?