math
posted by Cheril .
The two figures are similar, solve a proportion to find the length n.
Express the result as either a whole number or use decimal digits only
if necessary.
*
* * 15 cm
9 cm * *
* *
* * * * * * *
*
* *
12 cm * * n
* *
* *
* * * * * * * * * *
Respond to this Question
Similar Questions

math
What are the divisibility short cuts that help you out? 
MATH URGENT!
Ok I don't understand how to find similar figures when using proportions. Can someone explain it to me? 
8th Grade Algebra
These are extra credit questions, and I just want to know how to solve them. 1) The sum of twodigits of a two digit number is 14. If the number represented by reversing the digits is subtracted from the original number, the result … 
math
The two figures are similar, solve a proportion to find the length n. Express the result as either a whole number or use decimal digits only if necessary. * * * 15 cm 9 cm * * * * * * * * * * * * * * 12 cm * * n * * * * * * * * * * … 
math
The two figures are similar, solve a proportion to find the length n. Express the result as either a whole number or use decimal digits only if necessary. * * * * * * 15 cm 12 cm * * n 9 cm * * * * * * * * ** * * * * * * * ** * * * … 
math
The ladders shown below are standing against the wall at the same angle. How high up the wall does the longer ladder go? 
math
1)a number of two digits is such that the digits is 11 and the number is 27 greater than the number obtained by reversing the digits. a)Find the number b)State the advantages of the mean as an average 2) use logarithm tables to evaluate … 
math
Use a proportion to find the length of the missing side in the following similar figures. Answer choices: x = 28 cm x = 30.8 cm x = 6.4 cm x = 19 cm 
Math
Use a proportion to find the missing side length in the following similar figures. Both are triangles one is small and the other is bigger. The small is 4m and 2m the big one is 9m and you have to solve for x on it. A. x=4.5 m B. x=18 … 
math
Use a proportion to find the missing side length in the following similar figures. A. x = 24 cm B. x = 8 m C. x = 6 m