hi expert please help me with this. i rate well and fast!! please solve them on paper step to step and upload it pleasseeee thank you

T highlighted 8 formula on the sheet attached. Please do the following: 1. Show your work of how to derive Equation B from Equation A by hand. 2. Do the same from A to C. 3. Do the same from A to D. 4. Do the same from A to E. 5. Do the same from B to F. 6. Do the same from G to H. Time Value of Money Table A TVM Formula Annual Compounding B m Compounded Per Year Detail Compounding FV=PV (1+1) FV = PV (1+i/m) 2 FT PV FV Discounting PV (19) (1+i/m) 3 FV PV FV PV FV of a lump sum PV of a lump sum The interest rate required for a PV to grow to a FV The length of time required for a PV to grow to a FV FV of annuity 4 FV In PV In(1+i) N FV In PV mIn(1+1/m) N ID 5 FV =((1+i/m)** - 1 6 PV of annuity prac!-(1+i) PP 7 00 PV of perpetuity PV of growing perpetuity Net Present Value (NPV) Internal Rate of Return (IRR) EAR vs. APR . (1+1)-1 l FV=C FV=C(1+i)! +C(1+1)+...+C (1+1) C 1- (1 + 1/ ) c PVC (1+1)(1+0) i Infinite annuity PV =- PV = (1+i/m"-1 Infinite but growing cash PV = i-8 flows NPV = PV(Benefits) minus PV(Costs) NPV = 0 C IRR is the rate that forces a zero NPV. EAR = (1 + APR/m) - 1 APR = m[(1 + EAR)/m - 11 Periodic rate = APR/m G 1 NPV = C. - (1 + i) 10 M Lue (1 + IRR 11