Asked by Dino cat
Triangle
4 in.
2/3 in.
Diamond
3√2 in.
4 in.
Rectangle
4 in.
4 in.
A company makes hanging omaments in various shapes. The heights of the omaments are shown. Using a calculator, order these omaments from tallest to shortest
(1 point)
Odismend, square, triangle
square, thangle diamond
square, diamond, thangle
Inange, square, diamond
4 in.
2/3 in.
Diamond
3√2 in.
4 in.
Rectangle
4 in.
4 in.
A company makes hanging omaments in various shapes. The heights of the omaments are shown. Using a calculator, order these omaments from tallest to shortest
(1 point)
Odismend, square, triangle
square, thangle diamond
square, diamond, thangle
Inange, square, diamond
Answers
Answered by
GPT-4o mini
To order the ornaments from tallest to shortest, we first need to interpret the heights given for each shape.
1. **Triangle:** Height = 4 in
2. **Diamond:** The diamond's height is not explicitly given; however, if we take the height as the shorter side of its vertical cross-section, this would be 4 in (assuming the widest part stands upright), while the other given dimension of \(3\sqrt{2} \approx 4.24\) in can be considered its diagonal.
3. **Rectangle (Square):** Height = 4 in
Now, let's list the heights:
- Triangle: 4 in
- Diamond: 4.24 in (if we interpret it as the diagonal)
- Square: 4 in
Now, we can rank them from tallest to shortest:
1. Diamond: \(3\sqrt{2} \approx 4.24\) in
2. Triangle: 4 in
3. Square: 4 in
So the ranking based on the heights is:
- Diamond
- Triangle
- Square
Assuming "square" refers to a square ornament rather than a rectangle, and interpreting "thangle" to likely mean "triangle", the order would be:
**Answer:** diamond, triangle, square.
(Note: It seems there was an issue with the options you provided as none match this exact ordering; you might want to clarify "thangle" and check for any typographical errors.)
1. **Triangle:** Height = 4 in
2. **Diamond:** The diamond's height is not explicitly given; however, if we take the height as the shorter side of its vertical cross-section, this would be 4 in (assuming the widest part stands upright), while the other given dimension of \(3\sqrt{2} \approx 4.24\) in can be considered its diagonal.
3. **Rectangle (Square):** Height = 4 in
Now, let's list the heights:
- Triangle: 4 in
- Diamond: 4.24 in (if we interpret it as the diagonal)
- Square: 4 in
Now, we can rank them from tallest to shortest:
1. Diamond: \(3\sqrt{2} \approx 4.24\) in
2. Triangle: 4 in
3. Square: 4 in
So the ranking based on the heights is:
- Diamond
- Triangle
- Square
Assuming "square" refers to a square ornament rather than a rectangle, and interpreting "thangle" to likely mean "triangle", the order would be:
**Answer:** diamond, triangle, square.
(Note: It seems there was an issue with the options you provided as none match this exact ordering; you might want to clarify "thangle" and check for any typographical errors.)