This is an engaging and collaborative partner activity on solving radical equations. There are two problem pages/slides. Each page/slide consists of four sections. In each section partners are given a radical equation involving one or two parameters. Partners have to solve the equation for given value(s) of the parameter(s). Partner A will solve the equation for one value(s) of the parameter(s) and partner B will solve the same equation for another value(s) of the parameter(s). As the students obtain similar equations in each section they can help each other with methods. There are included equations with extraneous solutions. This product can be completed individually as well. Some of the problems (for instance the problems of partner A) can be solved as classwork and the other (the problems of partner B) can be solved as homework. Students can record their answers on the next two pages/slides in tables. Answer key pages/slides are two and they are contained at the end of this document. NOTE: This product is created as a Google Slides product. I have converted it to PDF item here. I have included 2 PDF files - the one has each slide as a page and the other has two slides on a page for easy and more economic printing!

This is an engaging and collaborative bunny themed group activity (groups of 2, 3 and/or 4) on solving radical equations. On each page/slide partners are given 4 similar equations to solve. This gives them the opportunity to work together and help each other with methods. There are included equations that result in quadratics and there are equations with extraneous solutions. The problems increase in difficulty with each next slide. Here are the type of the equations included: 1 and 2 slides/pages) Radical = Number (the radicand is linear function) 3 and 4 slides/pages) Radical = Number (the radicand is quadratic function) 5 slide/page) Radical = Radical ( the one radicand is linear and the other radicand is quadratic function) 6 slide/page) Radical = Linear Function (the radicand is quadratic function) 7 and 8 slides/pages) Radical + or - Radical = Number (the radicands are linear functions) This product can be also used for independent practice having 4 different forms, extra practice and homework. Answer keys are included. NOTE: This product is created as a Google Slides product. I have converted it to PDF item here. I have included 2 PDF files - the one has each slide as a page and the other has two or three slides on a page for easy and more economic printing!

This is a fun activity on logarithmic equations level 1. Students are asked to solve 12 logarithmic equations of the type log with base a from (kx+n)=b, where a,b,k and n are constants. Then students search for their answers in a table with names of astronomical objects (stars, asteroids, satellites, comets) corresponding to given numbers. Finding their answers students also find the names of 12 brightest stars. Students record the number of the problem matching it with its answer in a small text box provided. I have included the answer key and two tables with extra information for the teacher to inform students (if they are interested) what object is behind each name they have met in the table with answers. NOTE: This product is created as a Google Slides product. I have converted it to PDF item here. I have included 2 PDF files - the one has each slide as a page and the other has two or three slides on a page for easy and more economic printing!

This is fruits themed maze on solving exponential equations using natural logarithms. Students start solving and use each answer to navigate through the maze. Students will need to solve 12 problems properly to complete the maze. The maze has two ends, one is the true end. This is made with the purpose students to hesitate what is the true way until they solve the eleventh problem. The solution of the 12th equation is clear without solving. Students can draw a line to display their answer path. There is included a page/slide with a table where students can record at least three rows of the solution of each problem to show the most important part of their work. I have also included a slide-sample how students can do this. Answer key is included. NOTE: This product is created as a Google Slides product. I have converted it to PDF item here.

This is an engaging practice on solving logarithmic equations. On each slide/page students are given 4 problems as problem A is level 1 problem of type log(base a) f(x)=b, problem B is level 2 problem of type log(base a)f(x)=log(base a)g(x), problem C is level 3 problem - students will need here to add or subtract logarithms with the same bases and use the property alogx=log(x^a), problem D is level 4 problem of type mlog^2(base a)+nlog(base a) +p=0 (logarithmic equation of quadratic type). the pages/slides with problems are 6 and there is else one page/slide with the answer keys. The product can be used as independent practice, group activity, extra practice, enrichment, homework assignment. NOTE: This product is created as a Google Slides product. I have converted it to PDF item here. I have included 2 PDF files - the one has each slide as a page and the other has three slides on a page for easy and more economic printing!

This is a collaborative and engaging partner activity on logarithmic equations of the following types: ▸ log(base b) f(x) + log(base b) g(x) = c ▸ log(base b) f(x) - log(base b) g(x) = c where b and c are constants and f(x) and g(x) are linear functions involving a parameter a . (Students are given the values of the parameter so they will NOT solve a parametric equation). There are possible extraneous solutions so students have to determine the domain of the logarithmic functions for each equation. Activity Directions: There are 10 sections as in each section partners have to solve a logarithmic equation involving the parameter a for two different given values of the parameter. This is a wonderful way for students to work on different, but similar problems and it encourages them to help each other with methods. Student recording sheet and answer keys are provided.

This is a collaborative and challenging group activity to practice solving logarithmic equations. Students will apply the properties of logarithms: • One - To - One Property • Product Rule • Quotient Rule There are given six groups logarithmic equations of different types ( total of 24 equations). Most of the equations need to be transformed from logarithmic to exponential form. There are included equations with common and natural logarithms. Extraneous solutions are possible. Activity Directions: Each member of a group is asked to choose one of the equations from group A to solve it. Then members are instructed to search for one and only equation of each of the other groups of logarithmic equations which has the same solution as their own initially chosen equation of group A. A proposal strategy for a group of 4 to handle this task: each partner solves one equation of each group and then members sort the equations into groups according their solutions. Students solve equations on a separate sheet of paper and then show solutions to the equations having the same root on the recording sheets provided. Answer keys are included.

This is an engaging and self-checking teachers themed practice on exponential and logarithmic equations. The problem pages/slides are eight. On each slide/page students are given one exponential equation to solve for x and one logarithmic equation to solve for y, students are also given a hint - a system with two variables as it is known that the roots of the equations satisfy this system. Students can solve the system or just substitute the values of x and y they have obtained in it to check whether their work is correct. (Each equation and system are thought to have only solution! Some logarithmic equations have extraneous solutions. Systems are linear, nonlinear, consisting of exponential and logarithmic equations and containing radical equations ). There is also a table provided where students can record their answers. Students can work individually or in pairs to complete this activity. Answer key is contained at the end of this document. NOTE: This product is created as a Google Slides product. I have converted it to PDF item here. I have included 2 PDF files - the one has each slide as a page and the other has two or three slides on a page for easy and more economic printing!

These are 12 Thanksgiving task cards for partners – a total of 48 problems in which students will practice solving exponential and logarithmic equations. There are one exponential (equation A) and one logarithmic equation(equation B) on each card. The equations involve a parameter. Students are asked to solve each of the equations A and B for two given different values of the parameter. Thus, students have four problems per card – problems Aa, Ab, Ba and Bb. Students can work in pairs (partner activity) or in groups of three and four (group activity). The equations require the use of logarithms and exponentials as inverses. Exponential equations include problems that can be solved using a common base along with problems that require logarithms (a^x=b and a^(cx +d) = b, where a=b or/and a≠b). Common base problems require combining exponents using laws of exponents. Logarithmic equations include basic logarithmic equations ( log (base a) x = b and log (base a) (cx+d)=b ) and some problems in which students must apply the properties of logarithms (adding and subtracting logarithms). The cards can be used individually as well. The teacher or student can choose which problems to be solved – like problems 1Aa, 2Ba, 3Ab, 4Bb, etc. Student recording sheets and full solutions (handwritten clearly) are included.

This is a horses themed maze on solving exponential equations. Students start solving and use each answer to navigate through the maze. Students will need to solve 14 problems properly to complete the maze. Students can draw a line to display their answer path. Answer key is included.

This engaging practice consists of 12 exponential equations of quadratic type. Student need to use a substitution a^x= y to reduce the given equation to quadratic. Then students will obtain two exponential equations of the type a^x=b and will do need logarithms or calculators to solve them. There are included equations with solutions - integers and there is an equation having no solution. The practice sheets have enough room for students to show work. Full typed solutions are included.

These are 6 digital thanksgiving themed task cards on exponential equations. There are 4 problems per card/slide (A, B, C and D problem) as the problems increase in difficulty level. The last problem is an exponential equation of quadratic type ( by the substitution a^x=y it results in quadratic equation). The last two cards/slides contains the most challenging equations. Students can work independently with the cards or in small groups of 2 and 3. Answer keys are included. NOTE: This product is created as a Google Slides product. I have converted it to PDF item here. I have included 2 PDF files - the one has each slide as a page and the other has three slides/cards on a page for easy and more economic printing!

These are 8 Christmas themed task cards on finding limits and derivatives of functions of one variable. There are 2 problems per car – the first problem is evaluating the limit of a given function and the second problem is finding the first, second or third derivative of another given function. Functions included are rational, radical, exponential, logarithmic, trigonometric and inverse trigonometric. The chain rule and logarithmic differentiation are necessary. The product can be used as an independent /extra practice, as a group activity and review. Full solutions (handwritten clearly) are provided.

This is a collaborative activity to practice evaluating indefinite and definite integrals by using advanced techniques of integration(** integration by parts and using u-, trigonometric and other types substitutions**). There are given 15 problems some with differentiated instructions. Problems list can be used as 15 mini task cards. Students can work through the problems cooperatively or in groups of 3 or 5. Student recording sheets and answer keys are included. Typed solutions to problems are provided.

Students will use the basic integration formulas solving definite integrals with this fun password search activity. Activity Directions: Students solve 12 definite integrals using basic integration techniques, the properties of definite integrals (integral of sum of functions and moving the constant across the integral sign) and the fundamental theorem of calculus. Students use a given table to find which character (letter, number or sign) corresponds to each of their answers and fill in another table to obtain a funny password. Students tell the password to the teacher. If it is correct, then they have solved all integrals right. Students can work independently or in pairs. Answer key is included.

This 4 pages practice sheet has 30 specially chosen questions on Rolle’s Theorem and the Mean Value Theorem . The topics covered include: verifying Rolle’s Theorem and applying Rolle’s Theorem (16 problems) verifying the Mean Value Theorem and applying of the Mean Value Theorem (14 problems) The functions included are polynomial, rational, radical, exponential, logarithmic, trigonometric and inverse trigonometric. The product can be used as independent/extra/practice, enrichment, group work, homework assignment or as an assessment. Detailed typed answer keys are included.

This is desert animals themed maze on evaluating logarithms. Students start solving and use each answer to navigate through the maze. Students will need to solve 12 problems properly so to complete the maze. Students can draw a line to display their answer path. Answer key is included.

This is a Christmas elves themed practice on evaluating logarithmic expressions. Students are given 6 cards/slides as each card/slide contains 4 challenging problems A, B, C and D. Problems type A are simplifying logarithmic expressions using the property a^log(base a) b=b and the power property of logarithms. Students are given a sum or a difference to simplify and evaluate. Problems type B are simplifying logarithmic expression using the property log(base a)a^b=b and log(base m^b)n^a=a/b log (base m) n. Students are given a sum or a difference to simplify and evaluate. Problems type C are simplifying an expression using the property log(base a)b . log (base b) c=log (base a)c. Problems type D are adding and subtracting logarithms with the same base. Students work independently or in groups to complete the tasks. Answer keys are included. NOTE: This product is created as a Google Slides product. I have converted it to PDF item here. I have included 2 PDF files - the one has each slide as a page and the other has three slides on a page for easy and more economic printing!