math
posted by Ruby .
suppose you use the rule (3x+1,3y4) to transform the original figure into a new figure. How would the side lengths of the new figure compare to the side lengths of the original? I need help fast. Thank you so much.

The homothetic factor is 3, so this is the ratio of the sides of the image compared to the original.
Respond to this Question
Similar Questions

Math
If the scale factor from a small figure to a large figure is given as a percent, how can you find the side lengths of the large figure from the side lengths of the small figure? 
geometry
If you used the (3/4x,3/4y) to transform the original figure, how would the angles compare? 
math
suppose you use the rule (3x+1,3y4) to transform the original figure into a new figure. How would the angles of the new figure compare with the angles of the original? 
math
suppose you used the rule (3x+1,3y4) to transform the original figure into a new figure. Would the new figure be similar to the original? 
7th grade math
suppose you used the rule (3x+1,3y4) to transform the original figure into a new figure. Would the new figure be similar to the original? 
math
suppose you used the rule (3x+1,3y4) to transform the original figure into a new figure. Would the new figure be similar to the original? 
math
If you used the rule (1/2x,1/2y)to to transform the original figure,how would the angles compare. How would the side lengths compare. 
math
if you used the rule (6x, 6y) to transform Mug into a new figure, how would the angles of the new figure compare to Mugs angles 
math
Ok. The question is 'How does the ratio of two side lengths within one figure compare to the ratio of the corresponding side lengths in the other figure? 
geometry
i need to figure out side lengths of congruent right isosceles triangle with no lengths given. I know that the hypotenese is 1 per pythogoras constant and the area is a^2/2. I don't have to prove area just side lengths.