Question

30 PTS. + BRAINLIEST PLS HELP AZAP!!!

Answer 1

Answer:

$B.\ y > 0\\C.\ x\geq 2y\\D.\ 0.5x+0.75y\leq 50$

Step-by-step explanation:

Modeling With Inequalities

Constraints and restrictions may come in the form of equations or inequalities. Usual inequalities relate variables through operators like "less than", "greater than", "not equal to".

The question tells us Denae wants at least twice as many daisies as daffodils in each bouquet. If x is the number of daisies and y is the number of daffodils. The above condition can be written as

$x\geq 2y$

We also know that daisies are $0.50 each and daffodils are $0.75 each. The cost of all flowers is

$0.5x+0.75y$

Denae has a total of $50 to spend, so

$0.5x+0.75y\leq 50$

Of course, we need at least one of each flower, i.e.

$x>0$

$y>0$

From the presented options, these are the correct inequalities that apply

$B.\ y > 0\\C.\ x\geq 2y\\D.\ 0.5x+0.75y\leq 50$