Need help figuring this out step by step attached is a formula sheet that you can use to follow 8. Suppose you sell Peppermint Bark and Biscochitos, each by the pound. Your profit function is given byP = 12x + 6y - .002x2 –.01y². Now, say you want to see what would happen if, at your current levelof sales (25 lls of peppermint bark and 30 lbs of biscochitos) you added one more pound of peppermintbark. In other words, find the rate of change of sales with respect to peppermint bark when 25 lbs of barkand 30 lbs of biscochitos are sold. Now tell me what that means in the real world using completesentences. *TATTOO"CHEAT SHEET - USE OFTEN!youRTHE BASICSderv.PX) MPCO) MCRX) MRX→ fcx)+y (ly CAN BE +,Ø,-)X f'x) SLOPE(SLOPE CAN BE +,Ø,integ.- {0 = MAx OR MIN OR H.P.I.3)X *f"(x) + CONCAVITY (CONCAVITY IS ,A,Ø { Bis POINT OF INFLECTION})DERIVATIVESPRODUCTS AND QUOTIENTSu isAFUNCTION,X IS VAR.,e AND n y= u y'= u'v -uv'y=x^y'= nxn-iU AND Vyouv y'- u'v+uv'%3Dn-Iy'= nu" (u')y=e" y'- u'e"y=Lnu y'= 4 doutdiny=u^AREFUNCTIONSCONSTANTSLOGS AND EXPONENTSy=a" y'=a"u'ına ) WHERE Uy-a* y = a*x' In a fa is const,Fa*(1) inaINTEGRALSIS A FUNC,x^dx+K, n+-IX IS VARVABLEntldx → U'+k, n+-1Un(e*) =x (SIMPLIFIED, NOT DERIVATI VE )=X (SIMPUFIED, NOT DERIVATIVE)y= Ju'e"dr → e" + kin(MN) = Ln M+ inNin (A) - LnM -UnNin (M) = PlnMy= logax ay =xWHERE M» In u +K n=-lEN ARESTEPSFUNCTIONS.(CONVERSIONSNOT DERIVATIVĖS1) MAKE IT PRETTY. WHICH INTEGRAL?2) FIND U; CREATE U'3) WE HAVE4) MAKE IT LOOK LIKE TEMPLATE5) PERFORM INTEGRALWE WANT.CHANGE OF BASE:y=loga xlogaDEFINITE INTEGRALSlog XIn X%3DALSOUnay=Jax^dx = afx°dxScan"y= J(ax^+bx") dxSFondh Fo = Fb) - Fla)Jfandk=Fx)%3D%3Da

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Description: Need help figuring this out step by step attached is a formula sheet that you can use to follow 8. Suppose you sell Peppermint Bark and Biscochitos, each by the pound. Your profit function is given byP = 12x + 6y - .002x2 –.01y². Now, say you want to

Given: Profit function Px=12x+6y-0.002x2-0.01y2To find: ∂P∂x at x=25 and y=30, which is the rate of…

Math

Advanced Math

8. Suppose you sell Peppermint Bark and Biscochitos, each by the pound. Your profit function is given by P = 12x + 6y - .002x² – .01y². Now, say you want to see what would happen if, at your current level of sales (25 lls of peppermint bark and 30 lbs of biscochitos) you added one more pound of peppermint bark. In other words, find the rate of change of sales with respect to peppermint bark when 25 lbs of bark and 30 lbs of biscochitos are sold. Now tell me what that means in the real world using complete sentences.

8. Suppose you sell Peppermint Bark and Biscochitos, each by the pound. Your profit function is given by P = 12x + 6y - .002x² – .01y². Now, say you want to see what would happen if, at your current level of sales (25 lls of peppermint bark and 30 lbs of biscochitos) you added one more pound of peppermint bark. In other words, find the rate of change of sales with respect to peppermint bark when 25 lbs of bark and 30 lbs of biscochitos are sold. Now tell me what that means in the real world using complete sentences.

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter7: Analytic Trigonometry

Section7.6: The Inverse Trigonometric Functions

Problem 94E

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