Logarithms
Write 4^2=x in logarithmic form
Write 4^2=x in logarithmic form
How do I solve for 7 ln 9x =49?
How do I solve the equation (log subscrpt 4) x =3?
How do I write (log subscript 2) 48 minus (lob subscript 2)3 as a single logarithm?
I have a question regarding logarithmic functions-- the problem is this log base 4 (64x^5) this is to be expanded. I have factored 64 but I still am not coming up with the correct answer. I have 4+5 log 4 x. The book has 3+5log4x. What am I doing wrong???? Is the book wrong? I have been trying to figure this out but just
How do I add the odd numbers from 5 to 371?
Agents determine the cost for maintaining and hiring a hall by charging a flat fee of $55 for maintenance and the an hourly fee of $45 per hour. The maximum fee for the whole day's use is $595 a)Write the mathematical expression for the function used to generate the cost of hiring the hall.What would the domain and the range be
I have a question regarding natural logarithms. The question is this-- ln x + ln 7 We are supposed to condense this and write as a single logarithm whose coefficient is one.
Simplify the radical expression : 8730;300 Solve the radical equation : 2x + 4 = 4 Simplify (fraction) : 5y/16 + 7y/16 - 3y/16 Simplify (fraction) : 5/8 15/16 +1/2 Solve (fraction) : x/6 - x/8 = 1
Problem 1 problem 2 13* 25=325 18* 17 =306 1 25 (1*25) 1 17 2 50 (2*25) 2 34 4 100 (4*25) 4 68 8 200
(x+y)^6
(m+n)^4
What would the recursion formula be for that problem. Please see attachment.
Finding a zero of a polynomial function. I know that we the zeros by setting f(x) equal to 0 and solving the equation. The book only gives two examples--so I am pretty much stuck. The problem is: f(x)=2(x-5)(x+4)^2 This is what I have done so far-- 0=2(x-5)(x+4)^2 0=2(x-5) + (x+4)^2.
See the attached file.
Graph: X - 5> = 9 (> Means Greater or Equal to)
Please see the attached file for the fully formatted problems.
Please see the attached file for the fully formatted problems.
(See attached file for full problem description) --- ALGEBRA Please add a bit more detail to each problem as to how the answers were derived. Thanks! 1. Perform the indicated operation: (x3 - 2x2 - 4x + 3)  (x - 3) Since x3 - 2x2 - 4x + 3 = (x - 3) ( ), we have (x3 - 2x2 - 4x + 3)  (x - 3) =
1. Perform the indicated operation: (x3 - 2x2 - 4x + 3)  (x - 3) 2. Find the product: (x - 2)(x + 3)(x - 4) 3. Simplify without having negative exponents: (- 3s-3t2)-2 4. Convert to scientific notation and then solve. Give answer in scientific notation: (0.0000003)4 5. Factor completely: 3a3b - 3ab3 6. Factor
Obtain z^10 and z^20 in both polar and Cartesian form for each given z : 3+4i
Tan(-3pi/4i) sin(3+ pi i)
F) Re (2 + 3i)/(4+5i)
Solve for x: x + 8 x - 8 -------- - -------- = 2 5 7
F(x) = e^x/x For f(x), find the following: 1. domain of f 2. y intercepts of f 3. x intercepts of f 4. horizontal asymptote 5. vertical asymptote 6. oblique asymptotes 7. intervals where f is increasing and decreasing: 8. relative minima of f and relative maxima of f. 9. intervals where f is concave down 10.
I need to understand how to figure out a word problem to compare financing a car for 0% financing for 60 months or 2500 vs a 60 month 4 % interest rate. Payments at 0 % are 16.67 per 1000 and payments at 4 % are $18.41 per $1000 financed. Need to know how to find out the range of new car prices for which the cash back options
Use the discriminant to determine whether each quadratic polynomial can be factored, then factor the ones that are not prime. / Solve each inequality. State the solution set using interval notation and Graph it. PLEASE SEE ATTACHMENT/ THANKS
Hi--we are currently working on composite functions. I am having difficulty getting started with this problem. A company that sells radios has a yearly fixed cost of $600,000. It costs the company $45 to produce each radio. Each radio will sell for $65. The company's costs and revenue are modeled by the following functio
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Prove that 3^(3n-2) + 3^(6n+1) +1 can be divided by 13 with no remainder for any integer n.