Solving Logarithmic Notations
How do you solve these? 3^-1 - 6^-1 x^-12 / y^-1 (5x³)²/x^7 (x^6 / x²)^-3 3x³*5x^14 / 20x^14.
How do you solve these? 3^-1 - 6^-1 x^-12 / y^-1 (5x³)²/x^7 (x^6 / x²)^-3 3x³*5x^14 / 20x^14.
How do you simplify these 3 problems? (3x-4)(x+5) (x+2)(x²+x+5) (x+1)(x³+4x²+7x+3) What is foil? and how do you use foil to solve these? (7-2y)(10-3y) (5z-2)(5z+2) (x-6)² (2-3x6)².
Question: In a family there are two cars. The sum of the average miles per gallon obtained by the two cars in a particular week is 50. The first car has consumed 20 gallons during that week, and the second has consumed 25 gallons, for a total of 1175 miles driven by the two cars combined. What was the average gas mileage obtaine
Compute the value of the discriminant and give the number of real solutions to the quadratic equation. Please see attached file for full problem description.
When a ball is thrown, its height in feet h after t seconds is given by the equation h = vt - 16t^2. where v is the initial upwards velocity in feet per second. If v = 9 feet per second, find all values of t for which h = 1. Do not round immediate steps. Round your answer to 2 decimals. If there is more than one ans
4y^2 - 12y = -9
Please see attached file for full problem description. Find all values of y which satisfy the equation
Please see the attached file for the fully formatted problems.
Solve for t where t is a real number : (t+20)^(1/2) = t
3x2 - 11xy + 6y2
Please see attached file for full problem description. Exponential and Logarithmic Functions: MTH133: Unit 5 Individual Project - B See attached file for full problem description. 1) Find the domain of the following: a) f(t) = log(t -5) b) g(x) = 5 *e^x c) g(x) = ln(t + 4) d) g(t) = 5^t 2) Describe the tra
Please see attachment.
Make sure that you use Botswana instead of the example country.
Jack can shovel snow off the sidewalk in 3 hours. Joe can shovel snow off the same sidewalk in 2 hours. How long will it take them to shovel the sidewalk working together?
3.) what would be the slope of this line and how do you get it? (14, 9) (-10, -10) 4) How do you solve this? The area of a trapezoid is given A = 1/2h(a+b) h is the height of the trapezoid and a and b are the lengths of the upper and lower base Solve for a
The length of a rectangular playground is 8 yards more than three times its width. If the perimeter of the playground is 208 yards, what are its dimensions?
X + 3 = 5, what does x = ?
A child in an airport is able to cover 270 meters in 3 minutes running at a speed down a moving sidewalk in the direction of the sidewalks motion. Running at the same speed in the direction opposite to the sidewalk's movement, the child is able to cover 256 meters in 4 mintues. What is the child's running speed and the she spe
Find the values for x and y that solved the following system of equations. -7x - 3y = -8 5x + 6y = 25
There are two cars. The sum of the average miles per gallon obtained by the two cards in a particular week is 60. The first car consumed 20 gallons during that week and the second car consumed 15 gallons, for a total of 1100 miles driven by the two cars combined. What was the average gas mileage obtained by each of the two ca
Advanced tickets to a show cost $25 and the same day ticket cost $15. The total number of tickets sold was 40 for the total receipts of $850. How many tickets were sold? Same day tickets = Advance tickets =
Please assist by showing how to solution is obtained. 12. The weekly demand model for a new toy is given by: N = -5p + 80 The weekly supply model for the same toy is: N = 3p + 40 For the models p is the price of the toy and N is the number of toys sold or supplied. Find the price at which supply and dema
What is the equation of the line that passes through the point (x,y) = (-8,-6) and has a slope of -3?
The credit remaining on a phone card in dollars is a linear function of the total call time in minutes. The function gives a line with a slope of -0.15. There is $25.55 in credit remaining on the card after 37 minutes of use. How much credit was there after 28 minutes of calls.
3z ? ____ = ____ 7x^2 y 42x^3 y^8
Credit remains on a phone card in dollars is a linear function of a total calling time made with the card in minutes. The remaining credit after 26 minutes of calls is $26.10 and the remaining credit after 53 minutes of calls is $22.05. What is the remaining credit after 77 minutes of calls?
2a^3 b^2 + 3a^2 b^3 + ab
The credit remaining on a phone card in dollars is a linear function of the total calling time made with the card in minutes. The remaining credit after 22 minutes of calls is $26.92, and the remaining credit after 33 minutes of calls is $25.38. What is the remaining credit after 40 minutes of calls?
Distance to the destination in miles is a linear function of the total driving time in minutes. Joe has 66 miles to his destination after 28 minutes and he has 39.4 miles after 56 minutes of driving. How many miles will he have to his destination after 72 minutes of driving? Please show work to solution.
There is credit remaining on a phone card in dollars that is a linear function of the total calling time in minutes. The funtion gives a line with a slope of -0.14. There is a $23.78 credit on the card after 27 minutes of calls. How much credit is there after only 20 minutes in dollars.