Needed to be solved question 103 and Q105 correctly in 30 minutes correctly and get the thumbs up please show neat and clean work for itBy hand solution needed for it The expressions in Exercises 83-88 may be factored as shown.Find the missing factors.83. V-ਕਰਵਾ84. 20-x-1/3-x()85. x1/4+6x¹/4x¹/4)86.--V( )Vy Vx87. Explain why Va-V6- Vab88. Explain why Va/Vb- ValbIn Exercises 89-96. evaluate (4).89. f(x)=x²91. f(x)=x²93. f(x)=x295. f(x)=x-5/290. f(x)=x¹92. f(x)=x¹/294. f(x)=x-1/296. f(x)=x0Calculate the compound amount from the given data in Exercises97-10497. principal = $500, compounded annually, 6 years, annualrate= 6%98. principal = $700, compounded annually, 8 years, annualrate = 8%99, principal = $50,000, compounded quarterly, 10 years, annualrate = 9.5%100. principal = $20,000, compounded quarterly, 3 years, annualrate = 12%101. principal = $100, compounded monthly, 10 years, annualrate = 5%102. principal - $500, compounded monthly, 1 year, annualrate=4.5%$1500, compounded daily, I year, annual104. principal $1500, compounded daily, 3 years, annualrate=6%103. principalrate - 6%105. Annual Compound Assume that a couple invests $1000 uponthe birth of their daughter. Assume that the investmentcarns 6.8% compounded annually. What will the investmentbe worth on the daughter's 18th birthday?106. Annual Compound with Deposits Assume that a coupleinvests $4000 each year for 4 years in an investment thatearns 8% compounded annually. What will the value of theinvestment be 8 years after the first amount is invested?107. Quarterly Compound Assume that a $500 investment earnsinterest compounded quarterly Express the value of the invest-ment after 1 year as a polynomial in the annual rate of interest .108. Semiannual Compound Assume that a $1000 investmentearns interest compounded semiannually. Express the valueof the investment after 2 years as a polynomial in the annualrate of interest r.109. Velocity When a car's brakes are slammed on at a speed of xmiles per hour, the stopping distance is ² feet. Show thatwhen the speed is doubled the stopping distance increasesfourfold.TECHNOLOGY EXERCISESIn Exercises 110-113, convert the numbers from graphingcalculator form to standard form (that is, without E).110. 5E-5111. 8.103E-4112. 1.35E13113. 8.23E-6rabl

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Needed to be solved  question 103 and Q105  correctly in 30 minutes correctly and get the thumbs up please show neat and clean work for itBy hand solution needed for it The expressions in Exercises 83-88 may be factored as shown.Find the missing factors.83. V-ਕਰਵਾ84. 20-x-1/3-x()85. x1/4+6x¹/4x¹/4)86.--V( )Vy Vx87. Explain why Va-V6- Vab88. Explain why Va/Vb- ValbIn Exercises 89-96. evaluate (4).89. f(x)=x²91. f(x)=x²93. f(x)=x295. f(x)=x-5/290. f(x)=x¹92. f(x)=x¹/294. f(x)=x-1/296. f(x)=x0Calculate the compound amount from the given data in Exercises97-10497. principal = $500, compounded annually, 6 years, annualrate= 6%98. principal = $700, compounded annually, 8 years, annualrate = 8%99, principal = $50,000, compounded quarterly, 10 years, annualrate = 9.5%100. principal = $20,000, compounded quarterly, 3 years, annualrate = 12%101. principal = $100, compounded monthly, 10 years, annualrate = 5%102. principal - $500, compounded monthly, 1 year, annualrate=4.5%$1500, compounded daily, I year, annual104. principal $1500, compounded daily, 3 years, annualrate=6%103. principalrate - 6%105. Annual Compound Assume that a couple invests $1000 uponthe birth of their daughter. Assume that the investmentcarns 6.8% compounded annually. What will the investmentbe worth on the daughter's 18th birthday?106. Annual Compound with Deposits Assume that a coupleinvests $4000 each year for 4 years in an investment thatearns 8% compounded annually. What will the value of theinvestment be 8 years after the first amount is invested?107. Quarterly Compound Assume that a $500 investment earnsinterest compounded quarterly Express the value of the invest-ment after 1 year as a polynomial in the annual rate of interest .108. Semiannual Compound Assume that a $1000 investmentearns interest compounded semiannually. Express the valueof the investment after 2 years as a polynomial in the annualrate of interest r.109. Velocity When a car's brakes are slammed on at a speed of xmiles per hour, the stopping distance is ² feet. Show thatwhen the speed is doubled the stopping distance increasesfourfold.TECHNOLOGY EXERCISESIn Exercises 110-113, convert the numbers from graphingcalculator form to standard form (that is, without E).110. 5E-5111. 8.103E-4112. 1.35E13113. 8.23E-6rabl

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