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Gavin has $50,000 with which to start a new business. He wants to maintain a cash balance of more than $26,000.
If w is the amount Gavin withdraws to pay for expenses, the inequality representing the situation is .
The amount he can withdraw is given by

Respuesta :

If 50,000 - w is  >  = 26,000 then subtracting 26 from 50 would give you the highest possible amount for W.

I hope my answer has come to your help. God bless and have a nice day ahead!

Answer:

50,000-w ≥ 26,000

Step-by-step explanation:

Given :

Gavin has $50,000 with which to start a new business.

He wants to maintain a cash balance of more than $26,000.

w is the amount Gavin withdraws to pay for expenses.

To Find : The inequality representing the situation the amount he can withdraw .

Solution :

Since he had $50,000.

He withdraws w amount for expenses .

So, He left with amount = $50,000-w

We are also given that he cannot spend more than $26,000

Thus the inequality becomes :

50,000-w ≥ 26,000

Hence , The required inequality is 50,000-w ≥ 26,000


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