A Scale Factor (SF) is the amount between two objects. lets say i have a square the length of the square is 2cm, the top side is 4cm. Then lets say I have a new square. The length of the square is 4cm, the top of the square is 8cm. The SF would be 2. Because 2 times 2=4. And 4 times 2= 8. P.S scale factor already multiplied. So you don't have to say times 2, then it would be times times 2.
The information of a scale factors tell you how much to multiply to stretch or shrink the figure into the similar figure. On the other hand the information given by the twirls of side lengths is a comparison of two quantities
Say you had Triangle A. Triangle A has these sides: Side 1: 9 Side 2: 6 Side 3: 6 Pretend the scale factor indicates Triangle A is 3 times the size of Triangle B, whose sides are currently unknown. To find the sides of triangle B, simply divide all the sides of triangle A by 3. You should get: Triangle B Side 1: 3 Side 2: 2 Side 3: 2 I hope that somewhat answers your question! ^-^
no you can not. There would be no way to tell how much weight was being read on both scales. You have to go out and buy a scale that has a higher weight allowance.
The geometric mean can be used in medicine, to determine renal function. Studying the left and right kidneys will allow a doctor to figure out how they are functioning, and the geometric mean will tell the percentage of error of the posterior view is not used.
Can't tell you the answer but I can tell how to do it. 51 divided by 3.14
The scale factor is the number that the side lengths of one figure can be multiplied by to give the corresponding side lengths of the other figure.
The scale factor is the number that the side lengths of one figure can be multiplied by to give the corresponding side lengths of the other figure.
Perimeter will scale by the same factor. Area of the new figure, however is the original figures area multiplied by the scale factor squared. .
The perimeter will scale by the same factor.
The scale factor a shape and its image is the constant of proportionality (ratio) between the lengths of their corresponding sides.
The areas will be proportional to (scale)2
If the sides of two shapes have a scale factor of sf:1, then their areas will be in the ratio of sf2: 1.
They are similar to each other by ratio and angles
They are similar to each other by ratio and angles
The two similar shapes will have the same angles
if you add up all the sides but in a smart way
The information of a scale factors tell you how much to multiply to stretch or shrink the figure into the similar figure. On the other hand the information given by the twirls of side lengths is a comparison of two quantities