lemoncrow92

What is Main Purpose Of Chandrayaan-3 and How is  become helpful for us?? 

Let f be a differentiable function such that f(8)=2 and f′(8)=5. If g is the function defined by g(x)=f(x)x3, what is the value of g′(8) ?

A mining company has two mines. One day's operation at mine #1produces ore that contains 30 metric tons of copper and 600kilograms of silver, while one day's operation at mine #2 producesore that contains 40 metric tons of copper and 380 kilograms ofsilver. Let v₁ = (30, 600) [vector] and v₂ =(40, 380) [vector]. Then v₁ and v₂ representthe "output per day" of mine #1 and mine #2, respectively.

a) What physical interpretation can be given to the vector5v₁?

b) Suppose the company operates mine #1 for x₁ daysand mine #2 for x₂ days. Write a vector equation whosesolution gives the number of days each mine should operate in orderto produce 240 tons of copper and 2824 kilograms of silver. Do notsolve the equation.

c) [M] Solve the equation in (b).

Why is it that starch is not digested in the stomach 

name the largest cell

What is physic

After reading “Isn’t Everyone a Little Weird?” and completing the poll, answer the following questions:

• Do you think being weird is a good thing?
• Do you think  “weirdness” brings people together or divides them?
• Can you think of any other famous people that are considered “weird”?
• Use examples or textual evidence to support your responses.

From 1946 to 1990, the Big Ten Conference consisted of the University of Illinois, Indiana University, University of Iowa, University of Michigan, Michigan State University, University of Minnesota, Northwestern University, Ohio State University, Purdue University, and University of Wisconsin. In 1990, the conference added Pennsylvania State University. In 2011, the conference added the University of Nebraska. In 2014, the University of Maryland and Rutgers University were added to the conference with speculation of more schools being added in the future.

The file BigTenExpand contains data on the football stadium capacity, latitude, longitude, endowment, and enrollment of 59 National Collegiate Athletic Association (NCAA) Football Bowl Subdivision (FBS) schools. Treat the 10 schools that were members of the Big Ten from 1946 to 1990 as being in a cluster and the other 49 schools as each being in their own cluster.

1. Using Euclidean distance to measure dissimilarity between observations, determine which school (in its own cluster of one) that hierarchical clustering with complete linkage would recommend integrating into the Big Ten Conference. That is, which school is the most similar with respect to complete linkage to the cluster of ten schools that were members of the Big Ten from 1946 to 1990?
2. Add the single school identified in (1) to create a cluster of 11 schools representing a hypothetical Big Ten Conference. Repeat the calculations to identify the school most similar with respect to complete linkage to this new cluster of 11 schools.
3. Add the school identified in (2) to create a cluster of 12 schools representing a hypothetical Big Ten Conference. Repeat the calculations to identify the school most similar with respect to complete linkage to this new cluster of 12 schools.
4. Add the school identified in (3) to create a cluster of 13 schools representing a hypothetical Big Ten Conference. Repeat the calculations to identify the school most similar with respect to complete linkage to this new cluster of 13 schools. Add this school to create a 14-school cluster.
5. How does the hypothetical 14-team cluster created in (4) compare to the actual 14-team Big Ten Conference? For both the hypothetical 14-team Big Ten Conference and the actual 14-team Big Ten Conference, compute the cluster centroid, the distance from each cluster member to the cluster centroid, and average distance between the observations in the cluster. What do you observe when comparing these two clusters? Which cluster has the smaller average distance between observations? Is this surprising? Explain.
6. Managerial Report, Excel .xlsx file, and PPT fileof the problem presentation with the problem solution analysis

A highway patrol officer observes traffc on a stretch of highwayfrom point A, which is 35 feet from the side of the higway. At acertain time, the offiver observes a speeding car at point B on thehighway at an angle of 25.3°. one second later, the car wasobserved at point C at an angle of 10.3°. find the speed of the carin miles per hour. Hint: first find the distance BC

Please help if you can, thank youuuu=)

Use the formula : A=Ie^kt ( where A is the amount ofradioactive material remaining from an initial amount I, at a giventime, t and k is a negative constant determined by the particularnature of that material), to solve the following:

A certain radio isotope has a half-life of approximately 1,650years. How many years would be required for a given amoutn of thisisotope to decay to 65% of that amount?



PLEASE show me how to work this out?? THANKS!!

Use the formula : A=Iekt ( where A is the amount of radioactivematerial remaining from an initial amount I, at a given time, t andk is a negative constant determined by the particular nature ofthat material), to solve the following:

A certain radio isotope has a half-life of approximately 1,650years. How many years would be required for a given amoutn of thisisotope to decay to 65% of that amount?



PLEASE show me how to work this out?? THANKS!!

The magnitude of an earthquake is given by M(I)=logI/I₀ where I is the intensity and I₀ is thereference intensity. A) find M(I) given I=62,000I₀ andB) find the intensity I given M(I)=7.3

given a=-3,2 b=1,4 find magnitude and directional angle a+b, a-b,and 3b?
please show work

Please show work

A crew member on a fishing boat traveling due north off the coast of California observes that the bearing of Morro Rock from the boat is N 34E. After sailing another 8.1 miles, the crew member looks back to find that the bearing of Morro Rock from the ship is S 23E. At that time, how far is the boat from Morro Rock? (Round your answer to one decimal place.)

2^x+1.......find the domin range and horizontal asymptotes...this is an exponential function....please explain in an easy way how to get them...thanks!!!

Using the principle of current mirrors, determine the currents (I1, I2, .....,I10) and the voltages (V1, V2, ...., V10) for the following circuit. We neglect the base currents (𝜷 ≫ 𝟏). On gives |VBE|=0.7 V We assume for reasons of symmetry that I9=I10 =I8/2 and I5 =I 6=I4

write the expression in exponential form

log₃ 9=2

solve eacn equation for principal vaules of x.. expresssolutions in degrees.

sin 2x-1=0

Solve the equation algebraically in the complex numbersystem:

x^4=3^_x2+4

Solve the equation below:

log₃(x)+log₃(x-8)=2

Solve the equation e^x + e^-x = 2 for x. Hint: Multiply both sidesof the equation by
ex.

Find the equation of the conic sections with vertices (3,-2) and(3,6) with the given eccentricities. Label the center, vertices,foci, and any asymptotes.

a) e = 5/4 b) e=1/2

Parametric equation

Find the parametric equation

 

(R6) A player is declared the winner if the other player loses, as described in (R3).
For example, if the game begins with 10 beans in one jar and 10 beans in the other jar,
the sequence of play could be:
Turn Number 1 2 3 4 5 6 7
Number of beans removed by Franco 1 3 4 1
Number of beans removed by Sarah 2 5 2
Number of beans remaining in the jars 10, 9 10, 7 7, 7 7, 2 3, 2 1, 2 0, 2
On the next turn, Sarah cannot remove 5 beans since the greatest number of beans
remaining in either jar is 2 and so after exactly 7 turns, Sarah loses and Franco wins.

(a) At the beginning of the first game, there are 40 beans in one jar and 0 beans in
the other jar. After a total of 10 turns (5 turns for each of Franco and Sarah),
what is the total number of beans left in the two jars?
(b) At the beginning of the second game, there are 384 beans in one jar and 0 beans
in the other jar. The game ends with a winner after a total of exactly n turns.
What is the value of n?
(c) At the beginning of the third game, there are 17 beans in one jar and 6 beans in
the other jar. There is a winning strategy that one player can follow to guarantee
that they are the winner. Determine which player has a winning strategy and
describe this strategy. (A winning strategy is a way for a player to choose a jar
on each turn so that they win no matter the choices of the other player.)
(d) At the beginning of the fourth game, there are 2023 beans in one jar and
2022 beans in the other jar. Determine which player has a winning strategy
and describe this strategy.