Please help with this assignment! Basically I need to pick a section to read (can be any) and complete reading log to document. Im having trouble with doing this. the link to the book is below and the reading log is further down. Thank you!

link to the texbook: https://openstax.org/details/books/algebra-and-trigonometry-2e

Critical Thinking 12: Exponential and Log Functions Using the Textbook Module A We use the primary textbook Algebra and Trigonometn/ for this activity. Pick one section from the following readings: o Textbook Section 6.1 Textbook Section 6.2 Textbook Section 6.3 Textbook Section 6.4 Textbook Section 6.7 Read the section and complete a reading log to document the process. Link to Reading Log Model Link to Blank Reading Log Module B After completing the reading of the section. select 1 even problem for each person in the group to complete. Try to pick a variety of problem types if possible. Reading Log Name: Jade Hunter Date: 2/11/2021 Book Title Intermediate Algebra Section/ Pages Section 8.4 Vocabulary with Like radicals - terms that have the same index and same radicand. Definitions Special Rules or Formulas Product Property of Roots: Wab = Va . Vb Processes Adding/Subtracting Radical Expressions Covered with Examples and 91/75m - 6m 48m Directions 1. Reduce radicals 9 25 3\\m Vm - 6m /16 3 m 9.5 /3 . mv/m - 6m. 4 /3 vm 45m /3m - 24mv/3m 2. Combine like radicals 23m /3m Multiplying radical expressions ( 10 V / GP ) (4 3p ) 1. Multiply coefficients (40 6p3 (V3p) 2. Multiply radicands 401/18p* 3. Reduce radical 4019 2Vp+ 40.3p V2 120p-V2Summary of Like radicals are an extension of the idea of like terms developed with Reading polynomials. We can only add and subtract terms that have the same variable part and the same radical part. When they do you simply add or subtract the coefcients in front and the result has the same variable and radical part. Since radicals are an extension of exponents. they distribute over a product and a product of radicals can be combined into a single radical provided they are the same index. The distributive property can be extended to handle radicals provided we use the rules for adding and multiplying correctly. The FOIL technique was even brought back to handle multiplying two factors, each with two terms. This involves multiplying (distributive property). simplifying. and then combining like terms/radicals. Insights, Ideas, or 0 When combining like radicals the only thing that can be different is Discoveries the constant coefficients. 0 When you multiply x/r; - you just get a o Radicals cannot be distributed over a sum or difference. Unanswered What if the radicands used in the product property are both negative? If the Questions index is negative. the left side is defined but the right side is not 2== Why can'tlsimplify 2 + 3 Factors that late a big lunch before reading and it made me tired. I will try reading before Affected Reading lunch or having a lighter lunch next time. Performance Related Readings Section 5.1 Add and Subtract Polynomials Section 5.3 Multiply Polynomials Section 8.2 Simplify Radical Expressions Reading Log Name: Date: Book Title Section] Pages Vocabulary with Definitions Special Rules or Formulas Processes Covered with Examples and Directions Summary of Reading Insights, Ideas, or Discoveries Unanswered Questions Time Spent Reading Factors that Affected Reading Performance Related Readings