Question
A mathematical model for your home budget is using the general and simple 50/30/20 budgeting strategy. This is a very generalized technique that suggests breaking
A mathematical model for your home budget is using the general and simple 50/30/20 budgeting strategy. This is a very generalized technique that suggests breaking apart your income into three categories, Needs (50%), Wants (30%) and Savings (20%).
Start a new conversation creating a mathematical model for your home budget. Think about where your income goes each week and whether it would be considered a Need, Want or Savings. Please do not share actual currency (i.e., dollar) amounts.
Define your variables:
- Choose at least two items for the category of Need and assign a letter to represent the variable amount. Briefly describe each item.
- Choose at least two items for the category of Want and assign a letter to represent the variable amount. Briefly describe each item.
- Choose at least two items for the category of Savings and assign a letter to represent the variable amount. Briefly describe each item.
Formulate your mathematical model
Your budget model as a mathematical inequality using your variables and adhering to the 50/30/20 budgeting strategy. (Note < means "less than or equal to".)
50% Needs: Adding up all of my needs has to be less than or equal to 50% of my monthly budget.
Need1 + Need2 < 50% (Monthly Budget)
30% Wants: Adding up all of my wants has to be less than or equal to 30% of my monthly budget.
Want1 + Want2 < 30% (Monthly Budget)
20% Savings: Adding up all of my savings has to be less than or equal to 20% of my monthly budget.
Savings1 + Savings2 < 20% (Monthly Budget)
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