If you mean t^2 +11t +10 then it is (t+10)(t+1) when factorized
(4t2 - 16)/8 ÷ (t - 2)/6 = [4(t2 - 4)/8] x 6/(t - 2) = (t2 - 22)/2 x 6/(t - 2) = (6/2)[(t + 2)(t - 2)/(t - 2)] = 3(t + 2) = 3t + 6
(4x - t2)= [(2√x)2 - t2] (This is now the difference of squares)= (2√x - t)(2√x + t)
T(t + 4)
28 t2 - 17 t - 3 = (7t + 1) x (4t - 3)
t2 + 3t - 10
4(t + 3)(t2 - 3t + 9)
t2 - 59t + 54 - 82t2 + 60t = - 81t2 + t + 54
x=y+3t Original formula: y2 -xy = 9t2 -3xt (assumes you meant "9 times t2 " and not (9t)2 ) y2 = xy +9t2 -3xt y2 - 9t2 = xy - 3xt (y-3t)(y+3t) = x(y-3t) (y-3t) = x
t2+ t - 42 it can't be simplified anymore
From a mathematical point of view, this comes out as (TxT+T) / 3T T2 + T / 3T 1/3T + 1/3 Well....no luck. I believe there is a more riddle-type answer like this: LOheadVE heels (head over heels in love).
If you mean t^2 +11t +10 then it is (t+10)(t+1) when factorized
(4t2 - 16)/8 ÷ (t - 2)/6 = [4(t2 - 4)/8] x 6/(t - 2) = (t2 - 22)/2 x 6/(t - 2) = (6/2)[(t + 2)(t - 2)/(t - 2)] = 3(t + 2) = 3t + 6
That doesn't factor neatly. Applying the quadratic formula, we find two imaginary solutions: (1 plus or minus the square root of -191) divided by 24t = 0.0416666 repeating + 0.5758447900452189it = 0.0416666 repeating - 0.5758447900452189iwhere i is the square root of negative one.
Without an equality sign and not knowing the plus or minus value of 52 the given terms can't be considered to be an equation.
(4x - t2)= [(2√x)2 - t2] (This is now the difference of squares)= (2√x - t)(2√x + t)
T(t + 4)