Question

M-8 m-64 ___ : ____ 5m 15m

Answer 1

$\frac{m-8}{5m}: \frac{m-64}{15m}= \frac{m-8}{5m}\cdot \frac{15m}{m-64}= \frac{3(m-8)}{m-64}$

Answer 2

Based on the given pattern, it appears to be a sequence involving alternating letters and numbers. Let's analyze it:

M-8 represents the letter "M" followed by the number "8." M-64 represents the letter "M" followed by the number "64."

From these two examples, we can deduce that the pattern involves adding a hyphen ("-") between the letter and the number. Additionally, it seems that the number increases by a factor of 8 each time.

Following this pattern, we can continue the sequence as follows:

M-8, M-64, M-512, M-4096

To complete the second part of the sequence, we need to determine the pattern. Given the context, it seems that the numbers are representing units of length.

5m represents 5 meters, and 15m represents 15 meters.

Based on this pattern, we can continue the sequence as follows:

5m, 15m, 40m

Therefore, the completed sequence is:

M-8, M-64, M-512, M-4096 : 5m, 15m, 40m