(1,7.5) and (3, 16.875) Thanks!
(1,7.5) and (3, 16.875) Thanks!
(-1,1.25) and (3,0.032) Thanks
the two points are (1,7.5) and (3,16.875) Thanks
(-1,1.25) and (3, 0.032) thanks!
Although the people in a country throw 1500 aluminum cans in the trash every second of every day, 51.5% of the aluminum in the cans is recycled. If a beverage company distributes 650,000 cans, the...
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Basically, I have this equation... 60 = 400(0.85)x ...And I need to solve for 'x'. So far, what I'm thinking is that I need to divide both sides by 400, but I haven't...
Differentiate y=(x2+1)e((-x^10)+3x)
Let f(x) = 10x+9-19ex. Find the equation of the tangent line to the graph of f(x) at the point (0,-10).
Differentiate y=(x2+1)e((-x^10)+3x)
The population of the southern city follows exponential law.
a new prototype of nanobots self replicate continually at a rate such that their population doubles every three hours. If we initially observe that there are 4000 nanobots, write an equation for the...
This question looks better like this: 23x-3 = (1/4)x2/2.
x^1/5=2 Any easy method to solve this? thanks!
On the first day of his journey to become a millionaire, he saves one penny, on day 2 he saves 2 pennies, day 3 he saves 4 pennies, and so on, doubling the number of pennies he saves each day. How...
Find a formula for f(x), an exponential function such that f(−8) = 200 and f(30) = 580
Determine an equation of a exponential function of base 2 with the following characteristics. - Horizontal asymptote: y=4 - Range: y<4 - Y-Intercept (0,2)
For my maths assignment, i had to do an experiment using a pendulum and measuring the amplitude of every 10 swings up to the 80th swing. One of the questions is find the ratio between consecutive...
a) On January 1 2000, the park estimated that they had 500 deer on their land. Two years later, they estimated that there were 550 deer on the land. Assume that the number of deer was changing exponentially,...
1. Simplify the complex fraction 9/y+y/6/y-y 2. solve 2c^2=13c+7 3. a car travels at a speed of 20miles per hour for x hour. find an expression for the distance...