Friday, August 31, 2018
Thursday, August 30, 2018
Wednesday, August 29, 2018
Monday, August 27, 2018
We have a quiz tomorrow over characteristics of living things and prokaryotic/eukaryotic cells! Please study using your notebook and the Quizlet:
https://quizlet.com/_53qtzr
![Image result for quiz](data:image/jpeg;base64,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)
*Keep in mind that quizzes cannot be retested
https://quizlet.com/_53qtzr
*Keep in mind that quizzes cannot be retested
Thursday, August 23, 2018
Wednesday, August 22, 2018
Tuesday, August 21, 2018
Monday, August 20, 2018
Thursday, August 16, 2018
Today we took time to summarize our lab. Please use yesterday's blog to review details. The lab was designed to help you apply the scientific method. You were given a question, took time to make observations and develop a hypothesis, then, after planning your experiment procedures, you completed an experiment. You then compiled your data in a chart, analyzed the data and wrote a conclusion (you answered the question)!
You did a lot of work! Good job!
Now to prepare for our scientific method quiz, please click on the Quizlet link. Use this with your notes to study for tomorrow's quiz.
QUIZLET LINK FOR SCIENTIFIC METHOD
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