Gradients Of Lines Starter Questions
Gradients of Lines Practice
Gradients of lines worksheets for year 8 and year 9 at gcse foundation and gcse higher. This page contains gradients of straight lines graphs worksheets which work at grade 3, grade 4 and grade 5. Gradients of lines worksheet 1, gradients of lines worksheet 2 and gradients of lines worksheet 3 work at grade 3 gcse foundation with questions to draw and find the gradient of straight lines graphs.
Gradients of Lines Example
The gradient is the slope of a straight line graph, also known as a linear graph. The gradient is said to be steep, or less steep. Mathematically we describe the gradient using numbers. A positive gradient moves in a different direction to a negative gradient. The diagrams below show the direction of positive and negative gradients. The slopes move right when the gradient is positive and left when the gradient is negative.
How to Find The Gradients of Straight Lines
Finding the gradients of straight line graphs involves finding the difference between 'rise over run'. A right angled triangle that faces right indicates a positive gradient. A right angled triangle that faces left indicates a negative gradient. In the first example below the calculation 2 ÷ 1 works out the 'rise over run'. The gradient is positive 2. In the second example the calculation 5 ÷ 1 works out the 'rise over run'. The gradient is positive 5 . Straight line graphs are also known as linear graphs.