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In a word problem about ballistics, what does the absolute maximum of a quadratic function represent?

Is the polar function #54 sin theta# symmetric with respect to the y axis?

Let #F(x)=6x# and #g(y)=sqrty#, how do you find each of the compositions and domain and range?

What is the sum of the geometric sequence 3, 18, 108, … if there are 7 terms?

How do you find the end behavior of #f(x) = –x^4 – 4#?

A toy boat floats on water and has a mass of 250 grams. What is the lowest volume possible that the boat can have before it sinks?

Physics Help?

What is relative speed between two objects?

Why do the metal fins in the refrigerator get warm? what is the source of this heat?

Are radioactive ions a thing?

Two objects have masses of #24 MG# and #42 MG#. How much does the gravitational potential energy between the objects change if the distance between them changes from #54 m# to #32 m#?

Why do objects at rest contain energy?

What is the moment of inertia of a pendulum with a mass of #7 kg# that is #2 m# from the pivot?

Damping is a phenomenon of free oscillation or also of forced oscillation?

How electron produce both magnetic and electric field?

According to Einstein's Theory of General Relativity, in addition to curving space, what else does matter do to cause objects to move toward each other?

Write y=t+6/t and x=6/(t)(1/2) in rectangular form?

How do you divide #(9x^3+5)div(2x3)# using long division?

What are the similarities and differences between gravitational and electric fields?

What is a limit from below?

How does acceleration affect motion?

For which values of the Riemann zeta function #zeta(s)# has #s# not been proved?

How does the frequency of vibration of a small object floating in water compare to the number of waves passing it each second?

What is the graph of # r = a ± a cos θ#?

How do you graph and determine if #y=(4/3)^x# is a growth or decay?

How do electric fields accelerate particles?

How do I use the Binomial Theorem to expand this binomial?
#(x  5y)^5#

If an object is moving at #3 m/s# and accelerates to #51 m/s# over 12 seconds, what was the object's rate of acceleration?

Consider the function f(x) = 2x^3+1. a) What is the ordered pair (4, f(4)) on the function? b) What is the ordered pair on the inverse relation that corresponds to the ordered pair from part a)?

How do I find the area inside the cardioid #r=1+costheta#?

Prove #lim_(xrarr5)(2x+4)=14#?

Prove that #((1/2)!)=sqrt(pi)/2#?

What is the value of the fourth term in this sequence?
36, 37, 38, 39, 40

How do you evaluate #(log_(10)x)^2#?

Given that log 5.0 = 0.6990 and log 5.1 = 0.7076, find to the nearest hundredth a value of x for which log x = 0.7060.
Can anyone solve this and provide an explanation? Thanks!

How do I find the time when a line intersects a circle with a constantly changing radius?

A force is given as F=x+5yz. How do you calculate the magnitude of the force in the direction of the vector A=3x+2y2z?

If the equation given is #y=2x^2# and the point given is (1,2), how would you find the p value from the form #(x0)^2=4p(yk)#?

Please explain meaning of exp function how to use it .E.G in this (y = exp((sin^2x + sin^4 x + sin^6 x +........infinity)*ln2) ) part. ?

For an annual rate of change of –31%, how do you find the corresponding growth or decay factor?

How do you divide #(9x^4x^26x2x)/(3x1)#?

How do you identify equations as exponential growth, exponential decay, linear growth or linear decay #f(x) = 3 (1/2) ^2#?

What is the constant of proportionality for y=2x+4?

Can u help me write an equation for each translation of y=x?
6 units left

How do you convert #7.121 x 10^9# into expanded notation?

How do you graph #f(x) = (x2)(x + 5)#?

How do you condense #Ln 3 − 2 ln(8 + 4) #?

What is the sum of all integral powers of 2 from 1 to 1050?

What is the derivative of #f(t) = (t/(t+2) , t/(t^21) ) #?

Shehkar pulls 31 coins out of his pocket. each coin is either a dime or a quarter. if he has a total of 5.95, how many dimes does he have?

How to find instantaneous rate of change for #x^3 +2x^2 + x# at x from 1 to 2?

How do you find the intervals on which the function is continuous given # y = sqrt(5x + 9)#?

How do you use transformations to describe the relationship between the graph of f(x) = x and the graph of #h(x) = 1/15x + 12#?

How do you use the important points to sketch the graph of #x^2  5x  6#?

Zero and Divisions. In # f(x) = (27x(3^x)x) / ((3^x)x9x)# find the Zero, Undefined, and Indeterminate. Please teach me how?

How do you find the compositions given #f(x)=2x# and #g(x)=2/(5x)#?

How do you graph #abs(x+y)>1#?

How do you factor completely #x^3x^2x+x#?

In 1996 the population of Russia was 148 million and the population of Nigeria was 104 million. If the populations of Russia and Nigeria grow at annual rates of 0.62% and 3.0%, respectively, when will Nigeria have a greater population than Russia?

How do you integrate #int 1/sqrt(9x12sqrtx1) # using trigonometric substitution?

What is meaning of increasing and decreasing function?see the marked question?

Solve the following differential equation?

How do you find limits involving trigonometric functions and infinity?

Why,in many problems,in order to get the Laurent series of a function at its singular point,Taylor series is used?For example to find Laurent expansion of zcos(1/z) about z=0,Taylor expansion of cos(1/z) about z=0 is used whereas it is its singular point.

For what values of x is #f(x)= e^x/(x^2x) e^x# concave or convex?

Y =x√(2x + 1)/e^xsin^3(x). what is the Derivative?

What is the slope of the line normal to the tangent line of #f(x) = x^2e^(x1)+2x2 # at # x= 1 #?

What is the distance between the following polar coordinates?: # (2,(3pi)/4), (1,(15pi)/8) #

What will be the expansion of #sqrt(x+h)# in powers of #x and h#?

How do you find the volume of a solid that is enclosed by #y=1/x#, x=1, x=3, y=0 revolved about the y axis?

Show that?
#(P(N', n))/(P(N,n)) ~~ ((N')/N)^n#
#(N', N, n) in ZZ^+#
#(N', N )">>" n#
#P(x,y) = (x!)/((xy)!)#
Stirling Approx allowed

How do you evaluate the limit #cscx# as x approaches #0^+#?

How to calculate the slope of the line tangent to the graph of?

How to find the area of the region inside the cardioid?

What are the critical values of #f(x)=e^(x^2)x^2+xe^x5x+6e^x#?

What is the Cartesian form of #( 1, (4pi)/3 ) #?

At what point does the line #(x+4)/2 = (y6)/1 = (z+2)/4# meet the coordinate planes?

The sum of the measures of the interior angles of a polygon is 720°. What type of polygon is it?

The length of a rectangle is 5 inches more than the width. The perimeter is 46 inches. What are the length and the width of the rectangle?

What's the distance between points (3, 8, 0) and (−2, 9, −4), and the midpoint of the segment for which these are the endpoints?

Why are the hyperbolic functions defined using #e#? Why not some other constant?

How do you write the first five terms of the sequence #a_n=(1/2)^n#?

How do you write x=2sec(t) and y=3tan(t) in rectangular form?

Can someone help me solve this massive problem please? Thanks!

Someone please help me with this question?

Consider the line passing through the point P, whose position vector is 9 i − 9 j, and parallel to the vector −4 i − 7 j. Find a cartesian equation for the line?

Triangle A has sides of lengths #1 3 ,1 4#, and #1 8#. Triangle B is similar to triangle A and has a side of length #4 #. What are the possible lengths of the other two sides of triangle B?

What is the equation using ae^rx model and the points (3,800) and (1,50)?

How do you solve for x in #x+log_2x=6# ?

How do you use De Moivre's theorem to solve the equation below?

How do you solve #3^(x^2) + 4x = 1/27#?

Find the binding energy of , whose atomic mass is 12.019 u?

What is the cross product of #[1,1,3]# and #[5,1,3] #?

Given the electrical potential energy, how do you calculate electric potential?

Find the coordinate of the vertices foci, end points of the minor axis, center, latus recta, the equation of the directrices, sketch the equation of #x^2+9y^224x54y+51=0#?

What is the height of the platform?

Kingda ka at six flags has a 55m drop. The rollercoaster has a mass of 8000kg. How fast it be travelling when it reaches the bottom?

If an interval is closed, can it be unbounded?

Exponential functions... Can someone help me solve this?

How do you find the exact value of sin2x using the double angle formula?

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