2/5 is closer to 0.
9x^4 -18x^2 + 5=0 Let y be x^2 9y^2-18y+5=0 (3y-5)(3y-1)=0 3y-5=0 or 3y-1=0 3x^2-5=0 3x^2-1=0 x^2=±√5/3 x=±1/√3
Of the points: (5, 3) (3, 0) (5, 2) and (0, 2) which means (x, y) thus the y values are 3, 0, 2 and 2 * * * * * True, but that does not answer the question that was asked. Only one of these points is on the y-axis and that is (0, 2).
3b2 + b - 10 = 0 This quadratic equation can be factored. (3b -5)(b +2) = 0 The equation can be solved when either (3b - 5) = 0, or (b + 2) = 0. If 3b - 5 = 0 then 3b = 5 : b = 5/3 If b + 2 = 0 then b = -2 The roots or solutions to this equation are b = 5/3 and b = -2
x = -1/2 or -5 2x2 + 11x + 5 = 0 ⇒ (2x + 1)(x + 5) = 0 ⇒ (2x + 1) = 0 → x = -1/2 or (x + 5) = 0 → x = -5
Tom Jones - BURNING HELL Standard Tuning CAPO 2 Intro/Main Riff/Verse |------------------------------| |------------------------------| |-9\---------------------------| |-9\-------------5--2-----2----| |-----2-4-2-2-2--2--2--5--2----| |-----0-0-0-0-0--0--0--0--0----| Sometimes it's this without the first hit |--------------------------| |--------------------------| |--------------------------| |------------5--2-----2----| |---4-2-2-2--2--2--5--2----| |---0-0-0-0--0--0--0--0----| Chorus(?) |-------------------------| |-------------------------| |-------------------------| |-------------------------| |--5--7--9--12--14/12\14--| |--3--5--7--10--12/10\12--| |--------------------------------------------------------------| |--------------------------------------------------------------| |--------------------------------------------------------------| |-------------------------------2-2-4-2-5--2-2-2--2-2-4-2-5----| |--5-5-7-5-8--5-5-5--5-5-7-5-8--0-0-0-0-0--0-0-0--0-0-0-0-0----| |--3-3-3-3-3--3-3-3--3-3-3-3-3---------------------------------| That's about it. Just throw in a couple of slides up to the 9th fret like at the very beginning of the song and you're good to go!!
2/5 is closer to 0.
It is (0 + 5)/2 = 5/2 = 2.5
e---------------4-2-0---------------------4-2-0-------------0-0------------------ B-0---------0----------------------0---0-0-----------4---2-4-------0------------- G---1----1-----------------1--3-----------------------------------------1-------- D------2---------------------------------------------------------------------2--- A-------------------------------------------------------------------------------- E-------------------------------------------------------------------------------- e---------------0--4-2-0---------------------4-2-0-------------0-0--------------- B-0---------0----------------------0---0-0-----------4---2-4-------0------------- G---1----1-----------------1--3-----------------------------------------1-------- D------2---------------------------------------------------------------------2--- A-------------------------------------------------------------------------------- E-------------------------------------------------------------------------------- e-4--4-4-5-7-7--5-4-2-4-5-5---5-4-2-0-----------0-------------------------------- B------------------------------------------------4--2-4------------0------------- G------------------------------------------------------------1--3---------------- D-------------------------------------------------------------------------------- A-------------------------------------------------------------------------------- E-------------------------------------------------------------------------------- e---------0-0--0-----------2--5-4------------------0-2-4-5-7--------------------- B-0--0----------4-2--2-2----------5--5--4--0-0----------------------------------- G-------------------------------------------------------------------------------- D-------------------------------------------------------------------------------- A-------------------------------------------------------------------------------- E-------------------------------------------------------------------------------- e-0--2--4---5---2---0------------------------------------------------------------- B--------------------------------------------------------------------------------- G--------------------------------------------------------------------------------- D--------------------------------------------------------------------------------- A--------------------------------------------------------------------------------- E---------------------------------------------------------------------------------
0 - 2 5/8 = -2 5/8 or -2.625
The equation of the line through (0,2) and (2, 5) is (y - 2) = (5 - 2)/(2 - 0)*(x - 0) or 2*(y - 2) = 3*x or 3x - 2y + 4 = 0
No sorry you can't Actually, you can: 0 - 2 + 3 * 5 = 5 0 - 2 = -2 -2 + 3 = 1 1 * 5 = 5
9x^4 -18x^2 + 5=0 Let y be x^2 9y^2-18y+5=0 (3y-5)(3y-1)=0 3y-5=0 or 3y-1=0 3x^2-5=0 3x^2-1=0 x^2=±√5/3 x=±1/√3
x squared +5x=0 x(x+5)=0 In this situation x=0 or x=-5 If x=0 0(0+5)=0 note: any number multiplied by zero is zero If x=-5 -5(-5+5)=0 -5(0)-=0
The answer is 625i do latas 2 5 2 5 5*2=102 0/4 1/0 2 2*2=45 then.... 1/0 2/5 5 5*5=25then you add the 4, two 1's, the 2, and the two 0's, and then the 5 is the last number and it would come tooA=625
25*x^2 + 4 = 20*x 25*x^2 - 20*x + 4 = 0 25*x^2 - 10*x - 10*x + 4 = 0 5*x(5*x - 2) - 2* (5*x - 2) = 0 (5*x - 2)*(5*x - 2) = 0 or (5*x - 2)^2 = 0 5*x = 2 x = 2/5 or 0.4
5 + 2 i 2 -3 i = 0(i + 1)(2i - 5) = 0(i + 1) = 0, so, i = -1and(2i - 5) = 0, so, i = 5/2i two values are: -1 and 5/2