To determine the scale factor used to create the travel version of the triangular piece, we can divide the length of the travel version (0.5 inches) by the length of the original piece (3 inches).
Scale factor = Travel version length / Original length
Scale factor = 0.5 inches / 3 inches
Calculating the scale factor:
Scale factor = 0.5 / 3 ≈ 0.1667
Therefore, the scale factor used to create the travel version of the triangular piece is approximately 0.1667.
a board game uses a triangular picece measuring 3 inches on each side. the travel version of the game uses a triangle in a proportinal relationship to the original. it measures 0.5 inches on each side. identify the scale factior used to create the travel version of the piece
11 answers
6 3.5 -1/6 or 1/6?
I apologize, but I'm not sure I understand your question. Are you asking whether the scale factor is 6, 3.5, -1/6, or 1/6? Could you please clarify?
Yes
If you are asking about the scale factor between two quantities, the options you provided are not clear.
A scale factor is typically a ratio that compares the size of one object or quantity to another. It is expressed as a fraction or a decimal.
For example, if you have two quantities A and B, and the scale factor from A to B is 3, it means that B is three times larger than A. If the scale factor is 1/3, it means that B is one-third the size of A.
So, if you can provide more context or clarify your question, I would be happy to help further.
A scale factor is typically a ratio that compares the size of one object or quantity to another. It is expressed as a fraction or a decimal.
For example, if you have two quantities A and B, and the scale factor from A to B is 3, it means that B is three times larger than A. If the scale factor is 1/3, it means that B is one-third the size of A.
So, if you can provide more context or clarify your question, I would be happy to help further.
a board game uses a triangular picece measuring 3 inches on each side. the travel version of the game uses a triangle in a proportinal relationship to the original. it measures 0.5 inches on each side. identify the scale factior used to create the travel version of the piece
a - 6
b - 3.5
c - -1/6
d - 1/6
a - 6
b - 3.5
c - -1/6
d - 1/6
To identify the scale factor used to create the travel version of the triangular piece, we can divide the length of the travel version (0.5 inches) by the length of the original piece (3 inches).
Scale factor = Travel version length / Original length
Scale factor = 0.5 inches / 3 inches
Calculating the scale factor:
Scale factor = 0.5 / 3 ≈ 0.1667
Therefore, the scale factor used to create the travel version of the triangular piece is approximately 0.1667.
Out of the options provided, the correct answer would be:
d - 1/6
Scale factor = Travel version length / Original length
Scale factor = 0.5 inches / 3 inches
Calculating the scale factor:
Scale factor = 0.5 / 3 ≈ 0.1667
Therefore, the scale factor used to create the travel version of the triangular piece is approximately 0.1667.
Out of the options provided, the correct answer would be:
d - 1/6
randee draws two triangles with lenghts in centimeters what scale factor does he use to create the copy on the right from the original on the left (original: 10 in 15 in 18in) (copy: 36 in 20 in 30 in)
To find the scale factor, we need to compare the corresponding side lengths between the original and the copy.
Original: 10 in, 15 in, 18 in
Copy: 36 in, 20 in, 30 in
We compare the side lengths by dividing the corresponding side lengths of the copy by the corresponding side lengths of the original:
36 in / 10 in ≈ 3.6
20 in / 15 in ≈ 1.3333
30 in / 18 in ≈ 1.6667
As a scale factor is typically expressed as a single ratio, we can take the average of these three ratios:
(3.6 + 1.3333 + 1.6667) / 3 ≈ 2.533
Therefore, the scale factor used to create the copy on the right from the original on the left is approximately 2.533.
Original: 10 in, 15 in, 18 in
Copy: 36 in, 20 in, 30 in
We compare the side lengths by dividing the corresponding side lengths of the copy by the corresponding side lengths of the original:
36 in / 10 in ≈ 3.6
20 in / 15 in ≈ 1.3333
30 in / 18 in ≈ 1.6667
As a scale factor is typically expressed as a single ratio, we can take the average of these three ratios:
(3.6 + 1.3333 + 1.6667) / 3 ≈ 2.533
Therefore, the scale factor used to create the copy on the right from the original on the left is approximately 2.533.
Could you round 2.533 to a fraction or a whole numer pls
To round 2.533 to a fraction or whole number, we can approximate it.
For a fraction: We can express it as a mixed number or a fraction using the decimal value. Rounding 2.533 to the nearest fraction, it would be 2 17/30.
For a whole number: If rounding to the nearest whole number, 2.533 would round to 3.
Therefore, when rounding 2.533, you can write it as either the fraction 2 17/30 or the whole number 3.
For a fraction: We can express it as a mixed number or a fraction using the decimal value. Rounding 2.533 to the nearest fraction, it would be 2 17/30.
For a whole number: If rounding to the nearest whole number, 2.533 would round to 3.
Therefore, when rounding 2.533, you can write it as either the fraction 2 17/30 or the whole number 3.
1 answer