Answer:
<em>here two links for your answer. https://quizlet.com/325167814/financial-math-flash-cards/ https://quizlet.com/475135130/financial-math-e2020-flash-cards $2.5</em>
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<em>Step-by-step explanation:</em>
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<em>The art museum charges a one-time fee of $8.25 plus $2.25 per month.</em>
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<em>So, the cost function for membership for x months in the art museum f(x) = 8.25 + 2.25x .............. (1)</em>
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<em>Again, the science museum charges a one-time fee of $10.75 plus $3.5 per month.</em>
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<em>Hence, the cost function for membership for x months in the science museum g(x) = 10.75 + 3.5x ........... (2)</em>
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<em>So, from both the equations it is clear that for only joining the monthly charges are zero.</em>
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<em>So, f(0) = 8.25 and g(0) = 10.75.</em>
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<em>Therefore, Barrett will save by joining the art museum instead of the science museum by $(10.75 - 8.25) = $2.5. (Answer)</em>
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Step-by-step explanation:
Answer:
OPTION B IS CORRECT COZ DISTANCE OF TWO POINTS ARE ALWAYED SUBTRACTED
The slope is 5/6.
The x-intercept is (6, 0)
The y-intercept is (0, -5)
Set 7x-4 and 31 equal to each other
7X-4=31
Add four to both sides
7X=27
X=3
The answer is D
Adrian can put a total of 1716 combinations in the player.
The formula to be used is as follows:
total combinations = n!/[r! *(n-r)!]
n = number of disks available = 13
r = number of disks that be held = 6
= 13! = (13• 12•11•10•9•8•7•6•5•4•3•2•1)/(6! <span>• 7!)
</span>=1716
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