Monthly Archives: September 2013

Gradient and Slope

Posted on September 30, 2013 by Passy

Copyright Image purchased from Photodune.com Anyone who has ever ridden a bike uphill knows what a “Gradient” or “Slope” is all about ! But in Norway there is a clever way to save the hardship of big hills. It’s called … Continue reading →

Posted in Gradient, Straight Line Graphs | Tagged angle of elevation, bicycle lift, bike escalator, bike lift, bike tow, gradient, gradient calculator, gradient counting squares, gradient in real world, gradient maker, gradient of line, gradient online quiz, gradient videos, gradient worksheets, incline, norway bike lift, online gradient slope quiz, parallel lines gradient, parallel lines slope, perpendicular lines gradient, perpendicular lines slope, real life gradient, slope, slope calculator, slope of line, slope videos, slope worksheets, Straight Line Two Points Calculator, types of gradient, types of slope, why gradient is called m, why is gradient called m, why is slope called m | 5 Comments

Mountain Gradients

Posted on September 26, 2013 by Passy

Image Source: http://www.seanasmith.com Cable trains are called “Funiculars”, and are used to go up and down very steep incline Gradients. These gradients are too steep to have a train push or pull the carriages, and so the carriages are pulled … Continue reading →

Posted in Gradient, Straight Line Graphs | Tagged angle of incline, climate gradient, fenicular, fenicular mathematics, gradient formula, gradient in real world, incline, mountain gradients, mountain mathematics, mountain temperature gradient, real world gradients, scenic world railway, slope, slope formula, stanserhorn fenicular, train gradients, vegetation gradient, why gradient has letter m, why gradient is important, why is m used for gradient, why m is ued for slope, why m stands for slope | 5 Comments

Introduction to Probability

Posted on September 21, 2013 by Passy

Image Source: http://cdn.caradvice.com.au Statistically the most likely age group to have an auto accident is the 18-25 year old male group. (They are young inexperienced drivers, and for some reason they don’t always seem to drive as carefully as other … Continue reading →

Posted in Probability, Statistics | Tagged basic probability, coins simulator, dice simulator, how to do probability, interactive spinner, introduction to proability, online dice, online probability activities, online probability games, online spinner, probability, probability activities, probability formula, probability games, probability into, probability spinner, probability worksheets, simple probability, tossing coin simulator, what is probability | Leave a comment

Distance Between Two Points

Posted on September 18, 2013 by Passy

Image Source: http://northrofneutral.wordpress.com GPS Navigation Units are continually calculating the Distance Between Two Points. Eg. The Distance from the Car to the next Turn. This is worked out by using the current Coordinates of the Car, and the known GPS … Continue reading →

Posted in Straight Line Graphs | Tagged cartesian distance, cartesian grid, Cartesian Plane, coordinate geometry, crow flies distance, distance between 2 points, distance between points calculation, distance between points calculator, distance between points formula, distance between two points, distance between two points formula, distance calculator, distance formula, how to caculate distance, points distance formula, xy points distance | 6 Comments

Linear Relationship Rules

Posted on September 17, 2013 by Passy

Image Modified from www.chiropractic.com Linear Rules or Functions are mathematical algebra equations which tell us how to get the output Y-values for a given set of input X-values. The Rule tells us the “Relationship” between all of the x and … Continue reading →

Posted in Pythagoras, Straight Line Graphs | Tagged calculating y-intercept, coordinate geometry, equation of a line, find rule for coordinates, find rule for x, finding gradient, finding graph rule, finding line equation, finding line rule, finding linear rule, finding y-intercept, gradient, gradient intercept form, how to find equation of a line, how to find graph rule, how to find line rule, how to find linear equation, how to find linear rule, how to find rule for a straight line, how to find y=mx+b, how to find y=mx+c, linear relationship, linear relationship rule, linear rule, rule for a straight line, slope, slope intercept form, straight line graph, straight line rule, values tables, xy points relationship, xy points rule, y points, y-intercept | 7 Comments

Monthly Archives: September 2013

Gradient and Slope

Mountain Gradients

Introduction to Probability

Distance Between Two Points

Linear Relationship Rules

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