Yes it is right that smartbook 2.0 allows you to start your active learning experience by either reading or by jumping right in to start answering questions.
Given that smartbook 2.0 allows you to start your active learning experience by either reading or by jumping right in to start answering questions.
We are required to tell the whether the statement about smartbook 2.0 is right or wrong.
SmartBook 2.0 basically creates a baseline of student knowledge and focuses their time on knowledge gaps.SmartBook 2.0 also helps students better understand what they know and what they don't know.
So,it is right in saying that smartbook 2.0 allows you to start your active learning experience by either reading or by jumping right in to start answering questions.
Hence it is right in saying that smartbook 2.0 allows you to start your active learning experience by either reading or by jumping right in to start answering questions.
Learn more about smartbook 2.0 at brainly.com/question/14436827
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Answer:
Smoke hood. Garrett Morgan invented a safety hood smoke protection device after seeing firefighters struggling from the smoke they encountered in the line of duty. ... Disguised as Big Chief Mason, he would enter the tent full of black smoke, and would remain there for 20 minutes before emerging unharmed.
One effect of the division of powers in federalism is that of segregated schools.
<h3>What happened as a result of federalism?</h3><h3 />
Segregation in schools was done at the state level by Southern states who did not want Whites and African Americans associating.
This happened because federalism allowed states to establish their own schools and laws on governing them.
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Probability of getting exactly 1 heads is 0.094.
As a binomial model, there are only two outcomes, the heads & tails
For a coin, the probability of getting heads or tails = 1 /2 = 0.5
Let 'X' be the no of heads obtained
Let :p" be the probability of getting heads
X~Bin (n=6, p = 0.5)
P (X=x) =
P (X=x) =
P (X=x) =
Note that we need to find probability of getting exactly 1 heads. So we will input the figures
P (X=1) =
P (X=1) =
P (X=1) =
P (X=1) = 0.09375
P (X=1) = 0.094
Therefore, the probability of getting exactly 1 heads is 0.094.
