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Lesson 3 of 8
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- Year 11
Parallel vectors
I can identify column vectors which are parallel.
I can identify column vectors which are parallel.
Parallel - Two lines are parallel if they are straight lines that are always the same (non-zero) distance apart.
Gradient - The gradient is a measure of how steep a line is. It is calculated by finding the rate of change in the y-direction with respect to the positive x-direction.
Displacement - Displacement is the distance from the starting point when measured in a straight line.
Parallel vectors must be in the same direction.
Two vectors are parallel if one can be written as a scalar multiple of the other. This scalar multiple can be negative therefore the direction can be opposite, but the gradients remain equivalent.







$$5\choose-9$$ -Â Top left
$$-5\choose-9$$ -Â Top right
$$-5\choose9$$ -Â Bottom right
$$5\choose9$$ -Â Bottom left
$$4\choose12$$ -Â $$6\choose18$$
$$-2\choose12$$ -Â $$-1\choose6$$
$$-5\choose-3$$ -Â $$15\choose9$$

