WEBVTT
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Charlotte is looking for her friends.
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She starts at zero.
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If she goes one across and one up, who will she find?
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Here, we have a graph which shows the coordinates of some of Charlotte’s friends.
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She’s trying to find them.
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We know that Charlotte starts at zero.
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The numbers on the 𝑥-axis at the bottom of the graph go across, and the numbers on the 𝑦-axis go up.
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Charlotte has some instructions to find one of her friends.
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First, she has to go one across on the 𝑥-axis, and then she has to go one up on the 𝑦-axis.
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Let’s follow the instructions and see who Charlotte will find.
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One across and one up, this is the friend that Charlotte will find.
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If she goes four across and three up, who will she find?
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We start at zero and go four across and three up.
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This is the friend she will find.
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The final part of the question asks us what will happen if Charlotte goes six across and two up.
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So first, we need to start at zero and go six across on the 𝑥-axis.
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Then, we need to go two up on the 𝑦-axis.
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This is the friend that Charlotte will find.
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We helped Charlotte to find her friends using the coordinates we were given.
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If she starts at zero, goes one across and one up, this is who she will find.
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If she starts at zero, goes four across on the 𝑥-axis and three up on the 𝑦-axis, this is the friend that she will find.
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And if Charlotte goes six across on the 𝑥-axis and two up on the 𝑦-axis, this is the friend that she will find.