Evaluate 1. limit 2. limit = -3 3. limit does not exist 4. limit x+1 lim x⇒−1 x² – 3x − 4˚ 1 5. limit 6. limit 2 5 2 5

Evaluate the following limits algebraically. 1. lim x---> -3         {-2x + 4; x <= -3                               {x^2 + 1; x > -3 2. lim x---> -(infinity)     (-3x^4 + 2x) / (-5x) 3. lim x----> -3      (x^2 - 9) / (x-3) 4. lim x----> 1^-      x^2 / (x-1) 5. lim x-----> 1      (square root of (x+8) - 3) / (x - 1)

Calculate the value of rhe following limits

If the limit is infınity enter "INF", if the limit is negative infinity enter "-INF". x+4x-12 lim2 x→2 x2 -4 x2 +4x-12 lim-2 x2 –4 x+4x-12 lim,→-2+ x2 –4 x2+4x-12 limr→-0 x2 -4 x2+4x–12 limr>00 x2 -4 x² +x-2 limr-→-3 x2+4x+3 .2 x+x-2 lim, x→-3+ x2 +4x+3 x+x-2 limr-1 x2 +4x+3 x2 +x-2 lim, x→-1+ x2+4x+3 x2+x-2 limg x2+4x+3 x2 +x-2 limg+00 x2+4x+3