question 1 (2 points)\n(02.01 mc)\ne = hf - w\nw =?\n a e/hf\n b -e/hf\n c e + hf\n d hf - e

question 1 (2 points)\n(02.01 mc)\ne = hf - w\nw =?\n a e/hf\n b -e/hf\n c e + hf\n d hf - e

question 1 (2 points)\n(02.01 mc)\ne = hf - w\nw =?\n a e/hf\n b -e/hf\n c e + hf\n d hf - e

Answer

Explanation:

Step1: Isolate w

Given $E = hf - w$, add $w$ to both sides: $E+w=hf - w+w$, which simplifies to $E + w=hf$.

Step2: Solve for w

Subtract $E$ from both sides: $E + w - E=hf - E$, so $w=hf - E$.

Answer:

d. $hf - E$