Y+10= 2y+5
10=y+5
5=y
Plug this in
(5)+10=15 for KN
2x+6=3x-1
6=x-1
7=x
Plug this value in
2(7)+6
14+6= 20 for NM
Answer:
($20/gal)r + ($30/gal)b ≤ $250
r + b ≤ 10 (gallons)
Step-by-step explanation:
Represent the amount of red paint by r and that of blue point by b.
Olivia must cover 5000 ft^2 with paint, which comes out to 5000/500, or 10, gallons total of red and blue paint. The corresponding inequality is
r + b ≤ 10 (gallons)
She has onlyl $250 to spend. Therefore, the following must hold true:
($20/gal)r + ($30/gal)b ≤ $250
The required sysstem of inequalities is thus
($20/gal)r + ($30/gal)b ≤ $250
r + b ≤ 10 (gallons)
There would be no solutions. 13x cancels each other out in the equation, so you would have no X all together.
The potential problems with Antonia's simulation is that she over simulated the situation and her conclusion has the misleading data.
<h3>What is the potential problem?</h3>
The potential problems is the simulation or method to analysis what is gone wrong in a particular program.
She sets her chess computer program to play 100 first moves in the game of chess. In this simulation, she only focuses on first move and overstimulated the situation.
Antonia concludes that of the 20 possible opening moves in chess, most players will move the pawn piece in front of the queen forward two spaces.
In this conclusion she has misleading data as each player has different strategy.
Thus, the potential problems with Antonia's simulation is that she over simulated the situation and her conclusion has the misleading data.
Learn more about the potential problems here:
brainly.com/question/1242059
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