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Mathematics
Algebra
Exponential Equations
solve the following: 300e^.06x = 1500
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follow this method, yours is even easier than the one in the link
http://www.jiskha.com/display.cgi?id=1397241650
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Sarah has $200 to spend. She buys a chair for x dollars and pays 6% sales tax. She has y dollars left. What equation models this
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b - because she starts with 200 and spends x dollars + sales tax .06x x + 0.6x = 1.06x Subtract what
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solve the system by substitution
x+y=9000 .06x+.15y=1215 .06x+.15(x-9000)=1215 .06x+.15x-1350=1215 .21x-1350=1215 x-1350+1214.79
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from the first: y = 9000-x , you had it backwards so .06x + .15(9000-x) = 1215 .06x + 1350 - .15x =
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1.2. travel by aeroplane at the student rate of R1500 per student for return trip.
TABLE 2 number of students 1 2 3 5 10 12 15
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To determine the cost per student for 10 people, we need to use the information given in the table.
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Please solve the inequality
.04 x + .06(12000-x) >= 650 .04x + 720 - .06x ¡Ý 650 -.02x ¡Ý -70 x ¡Ý -70/-.02 x ¡Ý 3500 I
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.04x + 720 - .06x ¡Ý 650 -.02x <= -70 x < = -70/-.02 x < = 3500 Or do the sign go the other way
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.04x + 720 - .06x > = 650
-.02x <= -70 x < = -70/-.02 x < = 3500 Or do the sign go the other way like this? .04x + 720 - .06x > =
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see my final reply to http://www.jiskha.com/display.cgi?id=1247546252
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A continuously compounded account starts with $1500 in principal. The annual interest rate is 9.1%. What is the balance after 30
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To calculate the balance of the continuously compounded account after 30 years, we can use the
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Susan collected $1.20 interest after 6 months. What was the amount of her deposit if the bank pays 6% interest?
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solve the problem (1500*30*400)-1/2*(1500*30*400)
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That would be x - 1/2 x = 1/2 x, or 1/2 * (1500*30*400)
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Compound countinuously, it would only take blank years.
A=Pe^rt A=6000 P=3000` e=e r=0.1 t=? 6000=300e^0.1*t
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I meant to put 3000 for P
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if 6% of a number is 14, what is 13% of the number
Let X = the number 0.06X = 14 Solve for X. Then 0.13X = ?? Post your work if
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To find the value of X, we can start by solving the equation 0.06X = 14. Dividing both sides of the
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