In a recent study, results explained that approximately 1.5 x 10 bottles of water were consumed each second. Given that there are 3.1536 x 107 seconds in a year, how many bottles of water are expected to be consumed in a year?

Algebra: Structure And Method, Book 1
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Author:Richard G. Brown, Mary P. Dolciani, Robert H. Sorgenfrey, William L. Cole
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Chapter3: Solving Equation And Problems
Section3.6: Problem Solving: Using Charts
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Directions: Complete the following SOLVE problem with your teacher. You will only
complete the S step.
In a recent study, results explained that approximately 1.5 x 103 bottles of
water were consumed each second. Given that there are 3.1536 x 107 seconds
in a year, how many bottles of water are expected to be consumed in a year?
Transcribed Image Text:Directions: Complete the following SOLVE problem with your teacher. You will only complete the S step. In a recent study, results explained that approximately 1.5 x 103 bottles of water were consumed each second. Given that there are 3.1536 x 107 seconds in a year, how many bottles of water are expected to be consumed in a year?
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lu O
A Math 8: MP4 F.
Tofayl Khan - G8 Lesson 9- Applications of Laws of Exponents and Scientifi
+ 100%
1.09
Solution in Standard Solution in Scientific
Problem 4
Standard Form
Form
Notation
9.12 x 102 -
5.06 x 102
First
Second
Number's Number's
Exponent Exponent
First
Number's
Coefficient
Solution's
Second Number's
Solution's
Coefficient
Exponent
Coefficient
After completing the tables for these four problems, explain what you notice about
the exponents when adding or subtracting numbers in scientific notation?
What generalizations can you make regarding the coefficients of the numbers in
scientific notation?
If the exponents of the numbers are
we can add or subtract the
and
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#3
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4.
5
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* 00
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Transcribed Image Text:veb.kamihq.com/web/viewer.html?state=%7B"ids"%3A%5B"1ya_A3z8iPVaxEejS73BnZWtpT9rn76LK"%5D%2C'authuser"%3A'0%2C'fror lu O A Math 8: MP4 F. Tofayl Khan - G8 Lesson 9- Applications of Laws of Exponents and Scientifi + 100% 1.09 Solution in Standard Solution in Scientific Problem 4 Standard Form Form Notation 9.12 x 102 - 5.06 x 102 First Second Number's Number's Exponent Exponent First Number's Coefficient Solution's Second Number's Solution's Coefficient Exponent Coefficient After completing the tables for these four problems, explain what you notice about the exponents when adding or subtracting numbers in scientific notation? What generalizations can you make regarding the coefficients of the numbers in scientific notation? If the exponents of the numbers are we can add or subtract the and 女 #3 2$ & 3 4. 5 7 * 00 个
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