(iv) Which one is the correct statement (the next step to find f' (x) by definition)?13(Va+3 – Va +h+3) Va+3+ ve +h+3h→0 h(Væ+3)(V+h+3)O f'(x) = limVæ +3+ Va +h+313(Va +h+3 – Va+3) Va +h+3+ Væ +3h→0 h(va+h+ 3)(V=+3)O f'(x) = limVa +h+3+ Væ +313(Va +3 – VE +h+3)O f'(x) = limh→0 h(vz+3)(VE +h+3)·(V# + 3+ Vz + h+3)13(Va +3 – Ve +h+3) V - 3+ Vz – h – 3h→0 h(va+3)(v+h+3)O f'(x) = lim3+ VE - h – 3(v) Which one is the correct statement (the next step to find f' (¤) by definition)?13hO f'(2) = limh-0 h(Vz +3)(Ve+h+3)(vz+h+3+ ve+3)%3D-13hO f'(x) = limh40 h(Væ +3)(Va+h+3))-13hO f'(z) = limh-0 h(Vz +3)(Ve +h+3)(v¤+3+ Va+h+3)-13hO s'(x) = limh-0 h(Vz +3)(Ve +h+3)(v¤ – 3+ Va – h – 3) 13Let f (2) =We will use the definition of derivative to find the derivative of f (x).z+3

Answered: Image /qna-images/answer/98c82338-fa54-4c94-ae9f-40ba769f084b.jpg

(iv) Which one is the correct statement (the next step to find f' (æ) by definition)? 13(Vz +3 – VE +h+3) Vz+3+VE +h+3 h40 h(vz+3)(vE +h+3) O f'(z) = _lim VE +3+ Vz +h+3 O f'(2) = lim 13(Va +h+3 – Ve+ 3) Ve+h+3+ vz+3 h40 h(vz+h+3)(/=+3) Vz +h+3+ vz +3 13(Vz + 3 – VE+h+3) h→0 h(/z+3)(Vz+h+3) O f'(2) = lim ·(Ve+3+ Vz+h +3) 13(Vz +3 – Vz +h+3) Vz- 3+ VE – h – 3 h40 h(vz+3)(vI +h+3) O f'(z) = lim Vz - 3+ Vz – h – 3 (V) Which one is the correct statement (the next step to find f' (z) by definition)? 13h O f'(z) = lim h→0 h(Vz +3)(vz +h+3)(vz+h+3+ Vz+3) -13h O f'(z) = lim h→0 h(Væ +3)(VE +h+3)) -13h O f'(2) = lim h40 h(Vz +3)(va + h+3)(/¤+3+ Ve+h+3) -13h O s'(x) = _lim h→0 h(/z+3)(vE +h+3)(/¤ – 3 + VE – h – 3)