Lines Practice Problems #21 - Find the missing value in the table below

Lines Practice Problems #20 - Does the following table represent points on a line?

Lines Practice Problems #19 - 6, 9, 12, ... Find the value of th 1000th number

Lines Practice Problems #17 - Points (2,5) and (6,17). The equation of the line is y=mx+b. Find b

Lines Practice Problems #16 - A lines contains the points (2,5) and (6,17). Points on y-2=3(x-1)?

Lines Practice Problems #15 - See diagram below. When x=10, what is the value of y?

Lines Practice Problems #14 - Find the slope in the diagram below

Lines Practice Problems #13 - Given 3y=2-5x, when y=2, solve x

Lines Practice Problems #12 - Find the slope given the points A(2,-2) and B(5,-17)

Lines Practice Problems #11 - Given 3y-x=2, is the point (2,3) on this line?

Lines Practice Problems #10 - Given y=2x+5, is the point (3,11) on this line?

Lines Practice Problems #9 - What is the slope of the line y=x?

Lines Practice Problems #8 - What is the slope of the line y=-1?

Lines Practice Problems #6 - What slope is perpendicular to m=-3/4?

Lines Practice Problems #5 - Find the y-intercept of (2x)/3 - (3y)/5 = 1/2

Lines Practice Problems #4 - Find the x-intercept of 3x-4y=1

Lines Practice Problems #3 - Find the y-intercept of y=2x+5

Lines Practice Problems #2 - Find the slope of y=5-3x

Lines Practice Problems #1 - In what quadrants is the line y=3x+2 found?

How to factor trinomials when the coefficient is 1

Trigonometry - Converting radians and degrees

Trigonometry - Iscosceles triangle and supplementary angle

Trigonometry - Sketch the hidden unit circle equation

Trigonometry - Given a Pythagorean triple find the angle

Trigonometry - sin(A) vs angle A and meaning of reciprocal trig functions

Trigonometry - SOH CAH TOA balloon question

Trigonometry - Sketch the angle in standard position (quadrant, reference angle, co-terminal angle)

Trigonometry - Geometric meaning of sin cos and tan functions on the unit circle

Trigonometry - Find the y-coordinate of a non-unit circle

Trigonometry - Sine law proof and when to use it

Trigonometry - Trig of an unknown special angle

How to Factor - Find the possible values of the coefficient of x

How to Factor - Find the area of the shaded ring in fully factored form

How to Factor - Pull out fraternal twin GCF followed by difference of squares factoring

How to Factor - Pull out GCF followed by further difference of squares factoring

How to Factor - Pull out GCF involving multiple variables with different exponents

How to Factor - Difference of squares using substitution involving fractions

How to Factor - Difference of squares using substitution

How to Factor - Difference of squares twice

How to factor - Pull out GCF followed by factoring a binomial squared

How to factor ugly trinomials

How to factor trinomials when the coefficient does not equal 1

How to Factor - Pull out fractional GCF followed by trinomial factoring

How to Factor - Pull out the fractional GCF

How to Factor - GCF and Difference of Squares

How to Factor - Impossible difference of squares

How to Factor - Difference of squares

How to Factor - Pull of the GCF

How to Factor x^2(x-3) + 4(3-x)

Factoring Practice 25a^2b^6 - 9c^4

How to Factor 15x^2 - 23x - 28

How to Factor 3x^2 + 10x - 8

How to Factor 2x^2 - 22x + 56

Solve by Completing the Square

Quadratic Fence Problem

Show that the quadratic equation x^2 + (2k+3)x + k^2 + 3x + 1 = 0 has two distinct real roots in x

How to Factor (Difference of Squares): a^2 - 9

Factoring Practice: 2x^3 - 18x

Factoring Practice: 2x^2 - 4x

On planet Z, h = -(t-2)^2 + 10 models your height jumping off a cliff into water