Decide if each of the following statements is True or False. Please give an expl

Question

Decide if each of the following statements is True or False.

Please give an explanation, I am having a hard time.

True False  Consider graph C: if y = [B] and x = time, the graph could represent a zero order reaction.
True False  Consider graph B: if y = [B] and x = time, the graph could represent a second order reaction.
True False  Consider graph C: if y = 1/[B] and x = time, the graph could represent a first order reaction.
True False  Consider graph D: if y = 1/[B] and x = time, the graph could represent a second order reaction.
True False  Consider graph C: if y = ln[B] and x = time, the slope is equal to -k.
True False  Consider graph A: if y = [B] and x = time, the graph could represent a zero order reaction.

Explanation / Answer

True False  Consider graph C: if y = [B] and x = time, the graph could represent a zero order reaction.

Answer: True rate = -dB / dt = k
True False  Consider graph B: if y = [B] and x = time, the graph could represent a second order reaction.

Answer: True rate = -dB / dt = k[B]2
True False  Consider graph C: if y = 1/[B] and x = time, the graph could represent a first order reaction.

Answer: False
True False  Consider graph D: if y = 1/[B] and x = time, the graph could represent a second order reaction.

Answer: True 1/[B] = 1/[B0] +kt
True False  Consider graph C: if y = ln[B] and x = time, the slope is equal to -k.

Answer: True , this is first order reaction

ln[B] =ln[B0] -kt
True False  Consider graph A: if y = [B] and x = time, the graph could represent a zero order reaction.

Answer: False

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