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How do you make a shape on a graphing calculator? - Answers

In order to make most (recognisable) shapes on a graphing calculator, you will need to use at least 2 graphs mapped onto the same set of axes. For example, to make a heart, you havce 2 equations - Y1 and Y2 where:Y1=(3/2)x^(2/3)+√(20-x²)-3Y2=(3/2)x^(2/3)-√(20-x²)-3This will give you what looks very much like a Valentine heart shape (changing the 3/2 at the start of each part to a 2 may give a taller heart, but it is thinner and IMO doesn't look as nice - choosing a coefficient between about 1.3 and 2 would give you the best Heart shape)There are various other shapes that can be made too, but I'm not sure how to do them off the top of my head



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How do you make a shape on a graphing calculator? - Answers

https://math.answers.com/other-math/How_do_you_make_a_shape_on_a_graphing_calculator

In order to make most (recognisable) shapes on a graphing calculator, you will need to use at least 2 graphs mapped onto the same set of axes. For example, to make a heart, you havce 2 equations - Y1 and Y2 where:Y1=(3/2)x^(2/3)+√(20-x²)-3Y2=(3/2)x^(2/3)-√(20-x²)-3This will give you what looks very much like a Valentine heart shape (changing the 3/2 at the start of each part to a 2 may give a taller heart, but it is thinner and IMO doesn't look as nice - choosing a coefficient between about 1.3 and 2 would give you the best Heart shape)There are various other shapes that can be made too, but I'm not sure how to do them off the top of my head



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https://math.answers.com/other-math/How_do_you_make_a_shape_on_a_graphing_calculator

How do you make a shape on a graphing calculator? - Answers

In order to make most (recognisable) shapes on a graphing calculator, you will need to use at least 2 graphs mapped onto the same set of axes. For example, to make a heart, you havce 2 equations - Y1 and Y2 where:Y1=(3/2)x^(2/3)+√(20-x²)-3Y2=(3/2)x^(2/3)-√(20-x²)-3This will give you what looks very much like a Valentine heart shape (changing the 3/2 at the start of each part to a 2 may give a taller heart, but it is thinner and IMO doesn't look as nice - choosing a coefficient between about 1.3 and 2 would give you the best Heart shape)There are various other shapes that can be made too, but I'm not sure how to do them off the top of my head

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      In order to make most (recognisable) shapes on a graphing calculator, you will need to use at least 2 graphs mapped onto the same set of axes. For example, to make a heart, you havce 2 equations - Y1 and Y2 where:Y1=(3/2)x^(2/3)+√(20-x²)-3Y2=(3/2)x^(2/3)-√(20-x²)-3This will give you what looks very much like a Valentine heart shape (changing the 3/2 at the start of each part to a 2 may give a taller heart, but it is thinner and IMO doesn't look as nice - choosing a coefficient between about 1.3 and 2 would give you the best Heart shape)There are various other shapes that can be made too, but I'm not sure how to do them off the top of my head

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