- Simplify the following. ( 5066)/(1+0.48times frac (146)(365))
- Lesson 26.Splan to in you plan to invest 200 intermore than 510.00 annually at the end of the year. How many years until the account intereste than 10,000? 20,000 at the start of each year into an account that averages 3% that at the end of year 1 the amount in the the amount of example, that original 200 200(1.03)^2+200(1.03)=418.18 in the account is 418.18 of year 200 years after the first deposit means adding up deposited has been compounded 0 times pounded a total of 29 times while up suring out how much is in the the account is s=206((1-1.03^n))/((1-1.03)) Now we have a simpler expression 200(1.03)^29+200(1.03)^28+ldots +200(1.03)+200 2000enricsequence,s=a((1-r^n))/((1-r)), to find th We can use the formula for the sum of a=200 and increases at a rate of r=1.03 each year. After n years, the total s in . It turns out that when n=31 n=47 it has about 20,682 in it. the account has about 10,301 in it and when
- Simplify the following 125(1+0.12times (292)/(365))
- Write a system of equations to describe the situation below solve using substitution , and fill in the blanks. Maya and Ruth are both selling cookie dough for a fundraiser.Although Maya has already sold 6 tubs, Ruth hasn't sold any yet. If Maya starts selling 6 tubs per day and Ruth begins selling 9 tubs per day,they will eventually sell the same amount of cookie dough. How many tubs will each sell? How many days will that take? Maya and Ruth will each sell square tubs of cookie dough in square days.
- Based on information in the article, the reader can predict that __ A. noodles will become increasingly difficult to find over time B. noodles will only be sold fresh rather than as a dried food product C. noodles will continue to be a staple for people across the world D. noodles will decline in popularity as people get tired of old recipes
