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Before starting this section, it is recommended you have atleast basic understanding of Exponents & roots, polynomials, solve for x using factoring, and using the quadratic formula.

What is a coordinate or cartesian plane?

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What is a coordinate or cartesian plane?

Coordinate or cartesian plane is the backbone of function, to truly understand functions, one needs to know and understand cartesian plane first.

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Introduction to functions

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Introduction to functions

Introduction to functions (linear, quadratic or parabola, and hyperbolar).

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Linear functions

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Linear functions

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The two points below, are found in a straight line. Find the gradient or slope of the line.
(0;0), (0; 0)

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Chances: 3

You get three chances for this question.

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Now, find the equation of the line
(0; 0)

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Chances: 3

You get three chances for this question.

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Find the y-intercept
(0;0), (0; 0)

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Chances: 2

You get two chances for this question.

Quadratic functions

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Visual introduction to parabolas

That is, what is a y-intercept, x-intercept and turning point or vertex.

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Graphing parabola or quadratic function part 1

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Graphing parabola or quadratic function part 1

There's a lot of approaches one can take to graphing, this video demonstrates one of the most recommended approaches which involves finding y-intercept, x-intercept, and turning point sometimes refered to as vertex.

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Graphing parabola or quadratic function part 2

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Graphing parabola or quadratic function part 2

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Given the quadratic function: f(x) = x200
Find the y-intercept.

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Chances: 2

You get a maximum of two chances for this question.

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Now, find the x- intercept/s of f(x) = x200.

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Chances: 3

You get a maximum of three chances for this question.

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f(x) = x200. Find the vertex or turning point coordinates.

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Chances: 3

You get a maximum of three chances for this question.

Introduction to hyperbola graphing

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Introduction to hyperbola

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What is the y or horizontal asymptote and x or vertical asymptote of the following?
h(x)=(0/x0)0

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Chances: 2

You get a maximum of two chances for this question.

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Find the X-intercept of h.
Roundoff your answer into two decimal places
h(x)=(0/x0)0

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Chances: 3

You get a maximum of three chances for this question.

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Find the y-intercept of h.
Roundoff your answer into two decimal places
h(x)=(0/x0)0

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Chances: 3

You get a maximum of three chances for this question.

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Find axis of symmetry equations of h.
h(x)=(0/x0)0

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Chances: 4

You get a maximum of four chances for this question.

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Finding a Domain of any function

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Finding a Domain of any function

The domain of a function is the set of all possible x-values for the function.

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Solve the following:
0/0 x 0/0

Chances: 1

You get one chance for this question.

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Solve the following:
0/0 ÷ 0/0

Chances: 1

You get one chance for this question.

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Solve the following:
0/0 + (0)/0

Chances: 2

You get a maximum of two chances for this question.

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Solve the following:
0/0 + 0/0

Chances: 2

You get a maximum of two chances for this question.

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Solve the following:
0/0 - 0/0

Chances: 2

You get a maximum of two chances for this question.

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A a box with a mass of 0kg rests on a flat surface, find the normal acting on the box.

Chances: 2

You get a maximum of four chances for this question.

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Find the static friction of the box, if its coefficient was 0.

Chances: 2

You get a maximum of two chances for this question.

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The box is now pushed horizontal to the right by a force of 0N is moving to the right with an acceleration of 0m/s2, what is the coefficient of the kinetic friction?

Chances: 3

You get a maximum of three chances for this question.

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The box is now pushed at angle of 0° to the right by a force of 0N, Calculate the new normal force.

Chances: 3

You get a maximum of three chances for this question.

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As the box continue to move, what is the acceleration of the box if kinetic friction coeffient was 0.

Chances: 3

You get a maximum of three chances for this question.