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Formatting issues on online version.
The practice questions in the book are so messed up that they're almost impossible to read. All the number, variables, and symbols from the same question are all one the same line and the same size. This leads to exponents being indistinguishable from coefficients, except that they are placed behind a variable instead of in front of it. There is no symbol denoting a fraction, the numerator and denominator are just placed right next to each other, as if they were being multiplied. The only sign that a problem has a fraction in it is that dx might randomly appear in the middle of a problem instead of at the end. With the current formatting x squared is displayed as "x2," x squared divided by (2x cubed plus 1) is displayed as "x22x3+1," and the definite integral of the previous example between 0 and 1 is "S011x22x3+1."
Top reviews from the United States
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Reviewed in the United States on February 4, 2020
Take pictures when you have unboxed
Reviewed in the United States on February 4, 2020
Product came fast and exactly what I needed, but had damages to the spine of the book. Works fine for me as long as I’m not responsible for damages. 👍🏼
Reviewed in the United States on February 4, 2020
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Reviewed in the United States on September 7, 2018
Formatting issues on online version.
Reviewed in the United States on September 7, 2018
The practice questions in the book are so messed up that they're almost impossible to read. All the number, variables, and symbols from the same question are all one the same line and the same size. This leads to exponents being indistinguishable from coefficients, except that they are placed behind a variable instead of in front of it. There is no symbol denoting a fraction, the numerator and denominator are just placed right next to each other, as if they were being multiplied. The only sign that a problem has a fraction in it is that dx might randomly appear in the middle of a problem instead of at the end. With the current formatting x squared is displayed as "x2," x squared divided by (2x cubed plus 1) is displayed as "x22x3+1," and the definite integral of the previous example between 0 and 1 is "S011x22x3+1."
Reviewed in the United States on September 7, 2018
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Reviewed in the United States on January 13, 2016
NO ONLINE CODE INCLUDED! Save your money and get the e-Book/homework access pass instead, if you can
Reviewed in the United States on June 21, 2016Reviewed in the United States on January 5, 2016
