Michelle wants to save $150 for a trip to the Six Flags amusement park. if she saves $12 each week, how many weeks will it take

To further clarify,

comparison involves evaluating two or more objects based on their shape, size, or quantity.

Proportional comparisons / direct proportionality entail assessing two or more values where an increase in one results in a proportional increase in the others.

This can be structured

Thus, if:

x = 2

then

while the reverse comparison / inverse proportionality refers to a situation where an increase in one value corresponds to a decrease in another or a scenario where one value diminishes at the same rate the other increases.

This can also be structured

so that if:

x = 2

then

The context here is: Michelle aims to save 150$ as

she will put aside 12$ each week

The question is about determining the duration required for her to accumulate this amount

The solution unfolds as follows: each week, she saves 12$ or an equation can be framed as follows:

1 week = 12$ while the cost needed for the Six Flags trip is

150$

We derive a second equation? weeks = 150$, which demonstrates proportional relationships, as seen in the above equations, leading to a comparison:

or rounding results in:

For reference,

1,092 flowers can be distributed over 26 vases;

for example, dividing 878 by 31; or related scenarios like