Answers created by Truong-Son N.
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Are there molecules that interconvert between isomers upon irradiation with UV light?
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How do you find the equation of a line tangent to a graph #f(x)=x(1-2x)^3# at the point (1,-1) is?
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Consider the solid obtained by rotating the region bounded by #y=2x#, #y=2sqrtx# about the line y = 2, how do you find the volume?
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How do you integrate #(x^5)(sqrt(4 - x^2)) dx#?
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Using the integral test, how do you show whether #(1/sqrt (n+1))# diverges or converges?
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How do you find the arc length of the curve #y=(x^2/4)-1/2ln(x)# from [1, e]?
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Using the integral test, how do you show whether #sum 1/sqrt(n+1)# diverges or converges from n=1 to infinity?
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How do you use substitution to integrate #x(sqrt(2x+1))dx.#?
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Help with these two limits? #(a)# #lim_(x->oo) e^(-2x)sqrtx#, #(b)# #lim_(x->oo) (sin(6x))/(sin(7x))#
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How do you integrate by parts: #int x e^3xdx#?
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How do you use the comparison test for #sum 1/(5n^2+5)# for n=1 to #n=oo#?
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Question #49f90
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How do you find the value of #cot (pi/2)#?
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How do you find the exact value for #(5tan60°) / cos30°#?
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How do you use the comparison test for #sum (((ln n)^3) / (n^2))# n=1 to #n=oo#?
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How do you use Part 1 of the Fundamental Theorem of Calculus to find the derivative of the function #int sqrt (2 + sec 7t)#?
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How do I find the derivative of #y = csc^-1(x^2+1)#?
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How do you find the volume of the region bounded by #y=sqrt x,# and the lines #y=2# and# x=0# and it is revolved about the line #y=2#?
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How do you integrate #int (x^2)/(1-x^3) dx#?
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What is the antiderivative of #4x#?
thanks!?
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How do you integrate #int [xsqrt(x^2 + 1)] dx #?
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How do you integrate #int ln^(6)x/x dx#?
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What is the antiderivative of #cos^2x#?
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How do you find intervals where the graph of #f(x) = x + 1/x# is concave up and concave down?
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What is the derivative of #arcsin(3-x^2)#?
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How do you integrate #x^2/sqrt(9-x^2) dx#?
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How do you find the derivative of #x/(1+x^2)#?
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What is the derivative of #2( sinx) #?
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How do you differentiate #y = (1 + cos^2x) / (1 - cos^2x)#?
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How would I take the derivative of #x^2ln(sin4x)#?
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How do you differentiate #f(x) = sec(tan(sec(tan(x))))#?
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How do you integrate #2ln(x-5)#?
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What is the derivative of #arctan sqrt [ (1-x)/(1+x)]#?
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Explain the dissociation of a triprotic acid?
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How can I calculate the rates and order in the following reaction?
#H_2 + Br_2 -> 2HBr#
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How to you integrate #(x^2)/(x^2 -4) ^(1/2)#?
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What is the derivative of #(3x - sinx)/cosx#?
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What is the Integral of #(x+1)/x dx#?
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What is the limit for the following?
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How do you solve for #q#? #4log_p 3 + 2 log_p 2 - log_q 144 = 2#
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How can I remove solid from a supersaturated solution?
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Why is a #"C"="N"# double bond shorter than a #"C"="C"# double bond?
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How do you factor #9xy^2 - 25#?
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How do you simplify #r^2 - t^0?
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How do you differentiate #5cos (2x)+ tan(3x+4)#?
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Is delta G zero at boiling point?
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How do coefficients affect the rate law?
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What describes the classes of elements, the column or the row?
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The resistance of a conductor is 5 ohm at 50*c and 6 ohm at 100*c.Its resistance at 0*is??THANK YOU!!
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What are the derivatives of these functions? #log_4(6x - 4)#, #log_3(x^2/(x-4))#, #xcdot4^(-2x)#, #"arc" cos(4sqrtx)#, #xarctan(4x-6)#
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Question #7142c
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How do you use the law of cosines or law of sines if you are given a=13 m, b=8.5 m, and c=9 m?
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How do you solve #sin x + 3 cos x = 3#?
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How to graph a parabola #y=x^2-4x-5#?
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How to use the discriminant to find out what type of solutions the equation has for #-x^2 + 4x – 4 = 0#?
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How does the melting point of the substances change in a mixture?
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Is the molarity of a pure substance always lower than the corresponding molality?
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What is the formula of partial pressure?
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How do you implicitly differentiate #x+xy-2x^3 = 2#?
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Question #cbf43
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How do you differentiate #e^(x^(2)y) = 2x + 2y#?
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How do you find the derivative of #y= sin(xcosx)#?
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Do "poor" leaving groups form ions of poor stability?
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How does enthalpy change differ from heat flow?
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How do you calculator the derivative for #(2x-5)/(x^(2)-4)#?
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How do you differentiate #ysinx=y#?
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What is #lim_(x->pi//4) (2 - tanx)^(1/(ln(tanx)))#?
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How do you solve for the energy difference between #n = 1# and #n = 2# in hydrogen atom?
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A laboratory procedure calls for making 600.0mL of a 1.1M #KNO_3# solution. How much #KNO_3# in grams is needed?
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What does "calx" mean in oxidation reduction reactions?
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How do you express a single logarithm for #log_e *M + log_e *T#?
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How to do without quadratic formula? For the reaction #"CO"(g) + "NH"_3(g) rightleftharpoons "HCONH"_2(g)#, #K_c = 0.620#
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What is the pressure of a gas in #"atm"# if its pressure is #"85 kPa"#?
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What is the Taylor Series Expansion for #sin(sin(x))#?
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Are solubilities of solids linear with temperature?
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What does calculus describe?
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How does calculus relate to chemistry?
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Why is the Heisenberg uncertainty principle not significant when describing macroscopic object behavior?
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In a vacuum, will a heated solid sublime?
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What is the derivative of #-cosx*ln(secx+tanx)#?
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How do you show that ice is more efficient at cooling water down than water is?
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What reaction is the ring closure step most like?
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Are epoxides significantly more reactive than simple ethers? Why?
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Why do axial bonds alternate up and down around the ring?
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Why is mass spectrometry useful?
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What are some examples of bonding orbitals?
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Which of the following are liquid at a room temperature and how can you tell? I, Br, Ne, Pb, Hg.
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What is an example of an electron configurations practice problem?
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What are azeotropes according to IUPAC naming?
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How do partial pressures affect each other?
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How do you solve #2 sin x + 1 = 0#?
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What is the eigenvalue of the Hamiltonian?
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How can I calculate the excited state energy level?
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Why is the ground state the preferred location for the electron?
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Do electrons in an excited state release energy?
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What is the integral of #[ln(lnx)]/[x] dx#?
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How does the number of protons relate to atomic size?
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What are the chemical shift ranges for #N^1NMR#?
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How does pH relate to #H^+#?
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How do IUPAC names differ from common names?
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