IM 8.7.15 Lesson: Adding and Subtracting with Scientific Notation
Mentally decide how many non-zero digits each number will have.
[math](3\times10^9)(2\times10^7)[/math]
[math](3\times10^9)\div(2\times10^7)[/math]
[math]3\times10^9+2\times10^7[/math]
[math]3\times10^9-2\times10^7[/math]
Diego, Kiran, and Clare were wondering: “If Neptune and Saturn were side by side, would they be wider than Jupiter?”
[size=150]They try to add the diameters, [math]4.7\times10^4[/math]km and [math]1.2\times10^5[/math] km. Here are the ways they approached the problem. [/size][br][br]Diego says, “When we add the distances, we will get [math]4.7+1.2=5.9[/math]. The exponent will be 9. So the two planets are [math]5.9\times10^9[/math] km side by side.”[br][br]Do you agree with him? Explain your reasoning.
Kiran wrote [math]4.7\times10^4[/math] as 47,000 and [math]1.2\times10^5[/math] as 120,000 and added them: [math]\displaystyle \begin{align} 120,\!000& \\ + 47,\!000& \\ \hline 167,\!000& \end{align}[/math][br][br]Do you agree with him? Explain your reasoning.
Clare says, “I think you can’t add unless they are the same power of 10.” She adds [math]4.7\times10^4[/math] km and [math]12\times10^4[/math] to get [math]16.7\times10^4[/math]. [br][br]Do you agree with her? Explain your reasoning.
Jupiter has a diameter of [math]1.43\times10^5[/math]. Which is wider, Neptune and Saturn put side by side, or Jupiter?
[img]data:image/png;base64,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[/img][br][br]When you add the distances of Mercury, Venus, Earth, and Mars from the Sun, would you reach as far as Jupiter?
Draw a picture that is close to scale.
Add all the diameters of all the planets except the Sun. Which is wider, all of these objects side by side, or the Sun?
Use the table to answer questions about different life forms on the planet.
[img]data:image/png;base64,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[/img][br][br]On a farm there was a cow. And on the farm there were 2 sheep. There were also 3 chickens. What is the total mass of the 1 cow, the 2 sheep, the 3 chickens, and the 1 farmer on the farm?
Make a conjecture about how many ants might be on the farm. If you added all these ants into the previous question, how would that affect your answer for the total mass of all the animals?
What is the total mass of a human, a blue whale, and 6 ants all together?
Which is greater, the number of bacteria, or the number of all the other animals in the table put together?
The emcee at a carnival is ready to give away a cash prize! The winning contestant could win anywhere from $1 to $100.
[size=100]The emcee only has 7 envelopes and she wants to make sure she distributes the 100 $1 bills among the 7 envelopes so that no matter what the contestant wins, she can pay the winner with the envelopes without redistributing the bills. For example, it’s possible to divide 6 $1 bills among 3 envelopes to get any amount from $1 to $6 by putting $1 in the first envelope, $2 in the second envelope, and $3 in the third envelope (Go ahead and check. Can you make $4? $5? $6?).[br][/size][br]How should the emcee divide up the 100 $1 bills among the 7 envelopes so that she can give away any amount of money, from $1 to $100, just by handing out the right envelopes?
IM 8.7.15 Practice: Adding and Subtracting with Scientific Notation
Evaluate each expression, giving the answer in scientific notation:
Write a scenario that describes what is happening in the graph.[br][br][img]data:image/png;base64,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[/img]
What is happening at 5 minutes?
What does the slope of the line between 6 and 8 minutes mean?
Apples cost $1 each. Oranges cost $2 each. You have $10 and want to buy 8 pieces of fruit. One graph shows combinations of apples and oranges that total to $10. The other graph shows combinations of apples and oranges that total to 8 pieces of fruit.
[img]data:image/png;base64,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[/img][br][br]Name one combination of 8 fruits shown on the graph whose cost does [i]not[/i] total to $10.
Name one combination of fruits shown on the graph whose cost totals to $10 that are [i]not[/i] 8 fruits all together.
How many apples and oranges would you need to have 8 fruits that cost $10 at the same time?
Solve each equation and check your solution.
[math]\text{-}2(3x-4)=4(x+3)+6[/math]
[math]4w-7=6w+31[/math]
[math]\frac{1}{2}(z+4)-6=\text{-}2z+8[/math]