Problem setup (diagram or explanation)

$m = 7 \rightarrow 15\, \text{fringes}$

$m \lambda = d \sin{\theta}$

$\sin{90} \leq 1 \rightarrow \text{limit to fringes}$

Identify the lower limit $3.33\, \mu m$

Identify the height limit $3.8\, \mu m$

Clear explanation but incorrect answer

Incorrect

Correct

You had trouble calculating $\int_{-1}^2 x dx$Now that we have spent some time practicing how to integrate, go back and look over this.

$\int_2^{-1} x dx \neq \int_{-1}^2 x dx$Why not? What is the big difference? Can you use the net change lens to justify this?

There actually is enough information. You need to split the integrals up.

I see that you are applying FTOC II, but you got the antiderivative of $x$ incorrect.

Small arithmetic mistake

Blank

Correct: make enolate, kick out hydroxide (e1cb), make enamine anion, neutralize.

Partial: make enolate

Partial: kick out hydroxide (like e1cb)

Partial: make enamine anion

Partial: neutralize nitrogen

Incorrect

Penalty: positively charged intermediate

Citrate (citric acid) is the first intermediate of the Krebs Cycle [where it is ultimately catabolized to CO2 and oxaloacetic acid.

However, the citrate test does not detect the ability of an organism to perform the Krebs cycle.

It detects the ability of the organism to obtain citrate from the environment and use it.

Thus, an organism could synthesize its own citrate in the Krebs cycle, but not be able to use citrate from the environment because it lacks the ability to transport it into the cell.

incorrect/blank

Correct interleaving concept

Correct interleaving of multiple inputs

Abused interleavers (too many outputs/inputs)

Well-formed ("balanced" latch count)

Correct extra stages for long-latency interleaved approach

Not including latch for each input / extra latches if assuming interleavers latch

Correctly on budget

In budget if not counting initial components

Consistently optimal

Not optimal because could have pipelined more given assumptions

Something here, but mostly off

Correct

initial balanced investment incorrect

initial actual investment incorrect

final balanced investment incorrect

final actual investment incorrect

final output or capital per worker incorrect

initial output or capital per worker incorrect

Missing or incorrect shift in balanced investment or another curve.

Missing axes labels.