All Resource Types

Results for# circuit training calculus

155 results

- Relevance
- Rating
- Price (Ascending)
- Most Recent

This 36-question circuit will keep your students engaged as they prepare for their final assessment. Problems come from both the differential and integral calculus and involve everything from applications to symbolic manipulation. All functions are represented (trig, exponential, logarithmic, squa

These 24 problems are great to use with your calculus students within the first few days of the school year. Reviews everything from asymptotes to domain and range, logs to sine and cosine. Worked in are calculus ideas such as limits, tangent lines and average rate of change. The intention is to

Subjects:

Grades:

11^{th} - 12^{th}, Higher Education

Types:

Give your students engaging practice with the circuit format! This 12-question circuit contains all of the traditional related rates problems -- ladder sliding down a wall, growing conical salt pile, deflating balloon, plus a few extras such as a profit function and Charlie Brown flying a kite. To

Subjects:

Grades:

11^{th} - 12^{th}, Higher Education

Types:

I wrote this circuit because as we move into the chain rule, my students still don't have fluency with the product and quotient rules (boo!). So, this circuit really plays on functions that seem structurally similar but are very different... y = x^2 + cosx vs y = x^2cosx. Or, y = cos (x^2) as oppo

Grades:

11^{th} - 12^{th}, Higher Education

Types:

Give your students great practice for their limits and continuity test with this 28-question review in the circuit format. To advance in the circuit, students must search for their answer, and when they find it, that becomes the next problem. This circuit covers limits of the indeterminant forms 0

Subjects:

Grades:

11^{th} - 12^{th}, Higher Education

Types:

Your students will work every single one of these 24 limits problems because of the circuit format. To advance in the circuit, students must find their answers -- this element of self-check is essential! My students don't get up when the bell rings and they are working on a circuit! The problems

Subjects:

Grades:

11^{th} - 12^{th}, Higher Education

Types:

Give your students engaging practice with the circuit format! In order to advance in the circuit, students must search for their answer (sometimes it is dy/dx evaluated at a specified point, sometimes it is just dy/dx). These 16 questions are progressive in nature and so it could even be used as g

Grades:

11^{th} - 12^{th}, Higher Education

Types:

Give your students engaging practice with the circuit format! This circuit contains 14 derivatives of inverse functions. The problems start easy where it is simple to find the inverse and then differentiate, and then they progress from there. All functions are represented from trig and exponentia

Subjects:

Grades:

11^{th} - 12^{th}, Higher Education

Types:

Give your students engaging practice with the circuit format! This circuit has 12 word problems which start easy and build from there. Expect to see the farmer problem and the open-top box problem... To advance in the circuit, students must find their answer, and with that answer is a new problem.

This set of 24 problems (includes implicit differentiation, inverse trig functions, and transcendentals) in the self-checking format of a circuit will keep your calculus students engaged as they practice taking the derivative. The problems build in difficulty and students must search for their answ

Grades:

11^{th} - 12^{th}, Higher Education

Types:

Give your students engaging practice with the circuit format! This 16-question circuit asks students about increasing / decreasing, max/min, concavity and inflection points based on their analysis of the first and/or second derivatives. Progressive in nature, it includes quite a few polynomials, a

Subjects:

Grades:

11^{th} - 12^{th}, Higher Education

Types:

Give your students engaging practice with the circuit format! This circuit contains 20 problems which emphasize product and quotient rules. Students must also know the power rule and the derivatives of sine and cosine (but not the other four trig functions... they will derive these as they go thro

This 20-question circuit will keep your students highly engaged and give them great practice with the technique of substitution. After students evaluate the definite integral, they must search for their answer and this problem becomes the next definite integral for them to work. Includes trig, log

Give your students engaging practice with the circuit format! This Riemann sum circuit will require students to estimate area (or amount) using left, right, midpoint, and trapezoidal approximations. Some of the problems are contextual, some straight math. There is no trig on this circuit and ther

Are you interested in getting a six-pack of calculus circuits for a reduced price? This starter set has many popular circuits that are for sale individually. Separately they would be $25 but you can get all six of them for $18. Please copy and paste the link to read each product description (and

Give your students engaging practice with the circuit format! Your students will want to evaluate every one of these 20 indefinite integrals (all require u-substitution) because in order to advance in the circuit, one must find one's answer and that becomes the next problem to work. My students lo

Engage your students with this self-checking 12-question circuit! I wrote this circuit to help my students with the symbolic notation and easy (but my students don't think so!) computation of functions and their derivatives defined as definite integrals. Most of the problems require FTC Part I, bu

This 22-question circuit will keep your students engaged and give them great practice as they return to evaluate limits (indeterminate form 0/0 or infinity / infinity) with new knowledge of L'Hospital's Rule. No technology should be used to evaluate these limits. All functions are included from po

Give your students engaging practice with the circuit format! This circuit contains 12 problems to help students gain experience with position, displacement, velocity, acceleration, and total distance traveled. Students begin in the first cell and then must work the problem and search for their an

Subjects:

Grades:

11^{th} - 12^{th}, Higher Education

Types:

Your students will stay engaged as they work to solve these separable differential equations in the circuit format. After finding the particular solution, students must hunt for the answer to a specific question about a given independent or dependent value for the particular solution. In this way

These 20 problems are great to use with your calculus students within the first few days of the school year. Reviews everything from asymptotes to domain and range, logs to sine and cosine. Worked in are calculus ideas such as average rate of change vs instantaneous rate of change, all while ensur

Subjects:

Grades:

11^{th} - 12^{th}, Higher Education

Types:

Give your students engaging practice with the circuit format! This circuit features 16 area between curves calculus problems and I wrote it with the intention to not use technology. The problems build in difficulty and students must hunt for their answers within the circuit to advance in the circu

Grades:

11^{th} - 12^{th}, Higher Education

Types:

Help your students learn the derivatives of the six inverse trig functions (not to mention practicing chain rule!) in this 16-question self-checking circuit. Once you and your students try one circuit, you will be hooked! You will love the sounds of your students working as they move through the p

Keep your students engaged with the circuit format! This circuit has 8 problems which are either volumes from revolution (require disks, washers, shells) or volumes built out of a fixed base with known cross sections (e.g. semi-circles, squares, triangles). Students must sketch the region (graphs

Grades:

11^{th} - 12^{th}, Higher Education

Types: