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area.xls
- Perimeter of rectangles, parallelograms, triangles, trapezoids, circles.
- Area of rectangles, parallelograms, triangles, trapezoids, circles, and figures with mixed areas.
- Volume of prisms, pyramids, cylinders, cones
cramers.xls
- Properties of determinants.
- EVALUATE A DETERMINANT.
2 by2 determinant - graphic and hot determinant
3 by 3 determinant by augmented columns - graphic and hot determinant
3 by 3 or higher determinant evaluated by minors - graphic
- Solve Linear System in Two Unknowns by Cramer's Rule.
- Solve Linear System in Three Unknowns by Cramer's Rule.
- Compute each of the 6 possible ways of computing the 3x3 determinant by minors.
curve.xlsGiven a set of test scores:
- Sorts scores.
- Computes mean.
- Computes standard deviation.
- Computes curved cut off scores.
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- Compute z-scores.
exp.xls
- Compute yearly, semiyearly, quarterly, monthly, daily, and every minute given initial principal, rate, and time.
- Solve for P, P0, r, t, but not n, for instantaneous and non-instantaneous interest.
- Graph two exponential curves w/user entry of parameters.
gradet.xls (grade test)
- Input number correct , total number, and grade range and the % and letter grades are stated.
- Using mean and standard deviation, curve a set of tests.
- Enter 3 raw 2nd quarter grades, the 1st quarter grade, and the midterm and get the 1st semester grade.
graph.xls
- Provides the user with a table of 10, 20, or 30 cells and a graphed function.
- The user must edit the function then paste it to the other y-cells to draw a new graph.
maytrix.xls
- Add 1x3, 2x3, 2x2, 3x3, or up to 5x5 arrays using matrix rules. Subtract up to 5x5.
- Multiply a 1x3 times a 3x1, a 2x3 times a 3x1, a 2x2 times a 2x2, a 3x3 times a 3x3, and conformable m by n times a n by p
- Multiply a 1x3 by a 3x2, a 2x3 by a 3x2, and a 2x3 by a 3x3 with color-coding to show the origin of each factor.
- Compute inverse of 2x2 or 3x3. Contains notes & worksheet.
- Answer key to worksheet and notes on computation of 3 by 3 inverse.
- UNDER CONSTRUCTION 3x3 inverse derivation
- Row transformation to find inverse
- Solve system by inverse, 2x2, 3x3
- Matrix vs. Cramer's Rule to Solve a 3x3
- UNDER CONSTRUCTION Solve system, Gauss-Jordan elimination
- User & Spread sheet jointly use row transformation to find inverse
linear.xls
- Graphs line given m, b, starting x, increment in x.
- Does the above and also graphs a line given 2 points & computes the slope and y-intercept given the 2 points.
poly.xls
- Graph a polynomial defined by degrees and coefficients.
y= anxn + an -1xn -1 + an - 2xn -2 + an - 3xn -3 + an - 4xn - 4 + an - 5xn - 5 + an-6xn - 6 + an -7xn -7
- Graph a polynomial displayed in factored form.
y = A(x - b)B(x - c)C(x - d)D
- Synthetically divide and then view the quotient polynomial and remainder.
Divide (anxn + an -1xn -1 + an - 2xn -2 + an - 3xn -3 + an - 4xn - 4 + an - 5xn - 5 + an-6xn - 6 + an -7xn -7) ÷ (x-c)
- Solves linear or quadratic equations. Multiplies 2 binomials or 3 binomials.
prime.xls
- The prime factorization of whole numbers from 2 to 122 in two displays.
- Whole numbers from 1 to 1000 with primes highlighted.
This page is arrange to show that:
ALL PRIMES, OTHER THAN 2 AND 3, MUST BE ONE MORE OR ONE LESS THAN A MULTIPLE OF 6.
- Whole numbers from 1 to 1002 with primes highlighted.
- The times tables up through 50 x 30
ratl.xls
- Graph and table of (Axm)/(Bxn)
Watch the power of the top or bottom equal or dominate the other.
Examine hoirzontal asymptotes or infinite increase or decrease.
Think endbehavior and explore.
- Graph and table of rational function, polynomial A(x) divided by B(x).
Examine asymptotes.
Examine the role of factors A(x) and 1/B(x).
- Graph and table of rational functions written as A(x) / B(x) + C(x)
Really play with C(x), the asymptote
- Complete synthetic division and rewrite of quotient and remainder.
sine.xls
- Graphs y=Asin(Bx-C) +D, where A, B, C, D are input values.
- Scatter-Plots y=Atan(Bx-C)+D, where A, B, C, D are input values.
- Graphs two sine functions where A, B, C, D are input values.
- Graphs one sine function and one cosine function where where A, B, C, D are input values.
solvtrg.xls
- Solve a right triangle.
- Solve a 45-45-90 triangle.
Input leg a. Seek a leg and hypotenuse.
Input side c. Seek two legs.
- Solve a 30-60-90 triangle.
Input leg a. Seek a leg and hypotenuse.
Input leg b. Seek a leg and hypotenuse.
Input side c. Seek the hypotenuse.
- Use Pythagorean Theorem and arithmetic and basic trig.
Input leg a and leg b. Seek the hypotenuse and the angles.
Input hypotenuse c and leg a. Seek a leg and the angles.
Input angle A and side a. Seek a leg, side, and hypotenuse.
- Solve any triangle.
Use the Sine Law, if a side and the opposite angle are given.
Input angles A , B, side a. Seek two sides and an angle.
Input angle A , side a, side b. Seek two angles and a side.
- Use the Law of Cosines.
Input sides a, b, c. Seek each angle.
Input angle A , sides b,c. Seek no solution, 1 solution, or 2 solutions.
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