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If #f_1(x) = 2^(f_2(x))#, where #f_2(x) = 2012^(f_3(x))#, where #f_3(x) = (1/2013)^(f_4(x))#, where #f_4(x) = log_2013 log_x 2012#, then the range of #f_1(x)# is?

If a circle has a radius of 8 inches. What is the area of the circle in square inches rounded to the nearest tenth inch?

How do you solve #3cscA2sinA5=0#?

#int 1/(1+x^3) dx# is equal to?

How to integrate #1/(1+cosx)# ?

g(x)=#int_sqrtx^xtan^(1)tdt# Find?
1) g(#sqrt3#)
2) g'(#sqrt3#)
3) g"(#sqrt3#)

Evaluate the value of ((x+4)^24)/x as x approaches to 0?

What is the evaluation of the following of Integral?: #int1/(cos3xcosx)dx#

Solve by using the quadratic formula?

What is the integral of #sin^6(x)#?

Question #6527d

What is #f(x) = int xcotx^2 dx# if #f((5pi)/4) = 0 #?

How do you prove #intcosAxdx = 1/AsinAx+c# ?

How to solve sin5x = sin3x?

How do you integrate #int x^3sqrt(16x^2)# by trigonometric substitution?

Factorize: x^4+x^3+x^2+2 ?

Cot2θ+tanθ = ?
Write Answer With Explanation...

Could you demonstrate this equation?! And thanks you btw!
3arctan(2sqr(3))=arctan1/2 + arctan1/3

How do you evaluate the integral #(secx tanx) / (sec^2(x)  secx)# dx?

How do you differentiate #h(x)=((x^3+1)sqrtx)/x^2# using the quotient rule?

The difference of two numbers is 3 and the difference of their square is 69. What are the numbers?

How do you solve #sec(x)1=tan(x)#?

What is 1+tan2x / 1tan2x?

What is the limits?

How toIntegrate 7/(e^9x13) dx?

How do you solve sin2θ=cosθ ?

A full of water bucket is 32 kg. When the water is half, the bucket weight is 20 kg. What was the only bucket weight?

Evaluate #int_0^1 (t/(1+t^3))dt#?

Implicit domain how to prove #dy/dx# = #(sqrt(1y^2))/(sqrt(1x^2)# ?

How to solve for t? #3e^t=5+8e^(t)#

Find derivative of sin(x+1) ?

How do you evaluate the integral #int 1/(sintheta+costheta)#?

#y=x/(2x3)# then find #(d^2y)/(dx^2)#?

How do you find the value of #sec [Cot^1 (6)]#?

Integrate #x^3*√(16x^2)# by using Trigonometric Substitutions (only)???

Differentiate #cos(x2)/sinx#?

How do you find #int (x^3+x^2+2x+1)/((x^2+1)(x^2+2)) dx# using partial fractions?

If y=root1x/1+x.then prove that (1X)^2dy/dx+y=0?

If the volume of a cylinder is 384∏ and the height is 6, what is the length of the radius?

Solve the homogeneous ode 2xy²dy(x³+2y³dx=0?

How do you find the derivative of #y = arctan [ tanx / (sqrt(2+tan^2(x))) ] + ln [tanx + sqrt(2+tan^2(x)) ]#?

How do you find#int x/sqrt((x^24x+9) )dx # using trigonometric substitution?

Find the sum of #1^2 + 5^2 + 9^2 + … 81^2#?

#2e^(x)=3e^(x+1)# what is the value of #x# in this question?

P and Q are the roots of 3x*212x+6.
Find 1/p*2  1/q*2 ?

How do you prove #sin^2x/ (cos^2 +3cosx+2) = (1cosx)/ (2+cosx)#?

How do you find the indefinite integral of ∫ dx/ (√5x^2) ^3 ?

Let #f(x)=5x+4# and #g(x)=x−4/5# , find:
a). #(f@g)(x)# ?
b). #(g@f)(x)# ?

Find Dy/dx
Help i have no idea how to use the chain rule here?
y=ln(tan^1(ex))

What is the derivative of #f(x) = 1/(xlnx)#?

How to solve for x when restricted to interval [0,2pi]
tan(x/2)=(2sqrt(2))/2sinx?

Xy=3
x2y=0
values for x and y?

How do you evaluate #\int \cos 3x \sin ^ { 2} x d x#?

How to Verify that sin(A+B) + sin(AB) = 2sinA cosB ?

How do you simplify #1 (sin^2 theta/ (1cos theta))= cos theta#?

Solve (sinx)(tanx) = 3sinx for 0 < x < 2pi. Round your answers to the nearest hundredth of a radian ?

How do you solve?

How do you solve this equation?

How do you find the antiderivative of #e^(2x) * sin(4x)dx#?

How do you solve for 0 ≤ x < 2π using the equation 4sin ² x  1 = 0 ?

How to integrate #int(x^3 dx)/sqrt( x^2 + 4)# by using substitution?

2sin^(2)xsinx=1
Find the general form and all solutions in the interval [0,2pi) ?

Convert 3/4radian into degree?

Which of the following equations is parallel to y = (2/3)x + 6 and contains the point (4, 2)?

#y=sin(msin^1x)#, then check whether or not #(1x^2)y_(n+2)(2n+1)xy_(n+1)+(m^2n^2)y_n=0#, also find #y_n(0)#?

How would one complete the square: #x^2 + 6x +# _?

Which is an arithmetic sequence?

Differentiation of secx(tan√x)? In few steps.

How do i integrate x^4/(x^2+1)^3 ?

This is a trigonometric equation I can't figure out? #cot^2x = 2cotx 1#

Solve #{ 2+2sin2x } /{ 2(1+sinx)(1sinx) } =sec^2x+tanx# ?

How do you solve #x^210x+16=0# using the quadratic formula?

How to calculate the integral?

1) If θ is a fixed real number with 0≤θ<2π Show that for all real x, cos(x)+cos(x+θ)=Acos(x+φ) where φ=θ/2 and A=2cos(θ/2)
2) Determine θ if A=1/4 and if A=1?

#\int(x^2dx)/(\sqrt(49x^2))#?

How do you solve #intxsqrt(x^2+8)*dx# using trig substitution?

How do you solve 3 tan 2 x = √ 3 tan x in interval 0<=x<=360?

Find the 24th term in the expansion of #(a+b)^25#?

Solve (2+sqrt3)cos theta=1sin theta?

How do you integrate (x+3)ln^2(x+3)dx?

What is the derivative of #f(x) = 1 sec x/ tan x#?

How do you find the definite integral of #(x dx) / [(x^2 +1)(ln (x^2 +1))]# from #[1, 2]#?

How do you integrate #int 1/sqrt(2x12sqrtx5) # using trigonometric substitution?

How do you use the quotient rule to differentiate #(2lnx^3) / sqrt(2x^2)#?

What is the equation of the line that passes through #(1,5)# and #(2,14)# in slope intercept form?

What is the derivative of the function ?
y = x √ 2x + 3

What is the equation of the line through points (2, 5) and (3, 5)?

How do you solve #7d ^ { 2} + 10d + 168= 0#?

How do you integrate #int (2x2)/ (x^2  4x + 13)dx# using partial fractions?

How do you find the integral of #int 1/(t^29)^(1/2)dt# from 4 to 6?

#y=Pe^(ax) + Qe^(bx)#
Show that #(d^2y)/dx^2(a+b)dy/dx+aby=0#?

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