Choose two distinct integers A and B so that 1000<B<A<1100. A bug leaves the origin and crawls A units out along the positive x-axis. It then turns left and crawls B units, after which...

Choose two distinct integers A and B so that 1000<B<A<1100. A bug leaves the origin and crawls A units out along the positive x-axis. It then turns left and crawls B units, after which...

Half life radioactive decay dating. Prehistoric cave paintings were discovered in France. The paint contained 7% of the original carbon-14. The half-life of carbon-14 is 5730...

(-6 +5i)(-2+3i)

Find the fifth roots of 243(cos 300° + i sin 300°).

how do I solve this?

If π is less than or equal to θ, which is less than or equal to 2π and cosθ=cos1, what is the value of θ? Round your answer to the nearest hundredth.

A chemist has two solutions of HClHCl. One has a 40% concentration and the other has a 25% concentration. How many liters of each solution must be mixed to obtain 61 liters of a 33% solution?

Initial population size= 1875 (30 years ago) 60000*2= 120,000 (6 years from now) 120,000*2= 240,000 (12 years from now) Question is 10 years from now so how do I find between that?

i am super confused with this problem could anyone please help...

A.) 3 years

A. Verticle asymtote at x=1, hole at x=0 holes at x=-1 and x=0, resembles y=x^2

How do I find the asymtotes of the functions y=x/x^2+2x+1 y=x-1/x^5-4x^3 y=5x^2-10x+1/x/2

How do I create a form of y=f(x) that satisfies each set of conditions: A. Verticle asymptote at x=4, hole at x=0 B. Verticle asymtotes at x=-5 and x=1, hole at x= -1 C...

y=1/x^2 A. y=1/x^2+3 B. y=1/(x+9)^2 C. y=1/(x+5)^2-1 E. y= -1/(x-2)

Beth has 230ft of fencing available to make a rectangle enclosed in an open field. The enclosure needs to have an area of 3000ft^2. If she has to use all 230ft of fencing, what dimensions should she...

The spreag from of oil leaking from a tanker is in the shape of a circle. If the radius r (in feet) of the spread after t hours is r(t) = 200sqt(t), find the area A of the oil slick as a function...

Make a polynomial function of the smallest degree that has the following characteristics: cosses the x-axis at -1 and 4, touches the x-axis at 0 and 2, and goes through the point (1,3).

I tried solving this using quadratic equation but I am unsure if I am following the right path. Thank you

I am looking to solve this extra credit problem.

I understand how to do the question by the first two properties, I just don't get the third. Any help would be appreciated. Thanks!

Maher H.

UC Berkeley Educated and Experienced Math and Sciences Tutor

Hawthorne, CA

5.0
(138 ratings)

Marc S.

Polymath tutoring math, science, and writing

Cambridge, MA

4.9
(674 ratings)

Danelle H.

French, History, Reading and Comprehension skills

Valley Village, CA

5.0
(247 ratings)