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  1. Given that log(a)2 = x, find log(a)2a in terms of x? | Socratic

    x+1 "using the "color (blue)"laws of logarithms" •color (white) (x)logx+logyhArrlog (xy) •color (white) (x)log_a (a)=1 rArrlog_a (2a)=log_a (2)+log_a (a) color ...

  2. Like FCF, a Functional Continued Sum (FCS) F_(fcs)(x; a) = F(x+a …

    From this, we can see that y=log_2 (x+y) 2^y=x+y Now, it is further given that x=101_2=5_10. Then, assuming that y is too an integer, by inspection, y=3_10=11_2.

  3. Question #5d6ba - Socratic

    x~~163.43 I am interpreting it as log_10 (0.01000^2/x^3)=-10.64. Remember that log (a/b)=log (a)-log (b). Thus, log_10 (0.01000^2)-log_10 (x^3)=-10.64. Now, log (a^b)=blog (a). Then, …

  4. Given that log 5.0 = 0.6990 and log 5.1 = 0.7076, find to ... - Socratic

    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?

  5. Answers created by Karthik G - Socratic

    How do you find the axis of symmetry, and the maximum or minimum value of the function #f (x) = 8 - (x + 2) ^2#? What is the vertex form of #y= 2x^2+4x-30 #? How do you find the equation of …

  6. Answers created by Hammer - Socratic

    ABCD is a parallelogram. X and Y are the mid points of the sides CD and BC respectively. Prove that #Area (ABC)=3/8*Area (ABCD#? Solve for x. #log_x (log_3 x) = 2#? Is this valid or …

  7. What is the second derivative of f(x)= ln (x^3+e^x)? | Socratic

    Feb 4, 2016 · What is the second derivative of f (x) = ln(x3 + ex)? Calculus Graphing with the Second Derivative Relationship between First and Second Derivatives of a Function

  8. Answers created by maganbhai P. - Socratic

    Q&A and Videos that make learning easy. Math, History, Chemistry, Algebra, Calculus, Biology and more.

  9. Answers created by Rohan A.K - Socratic

    If the first ball stops moving, how fast is the second ball moving? How do you find the limit of # (e^x + x)^ (1/x)# as x approaches 0? How do you find the line that passes through (4,3) and …

  10. Question #c4443 - Socratic

    In most cases we know what these are so l (beta|x,y) = 1/ (sqrt (2pisigma^2))e^ (- (y-xbeta)^2/ (2sigma^2)) now we take the log to simplify thus log (l (beta|x,y)) = log (1/ (sqrt (2pisigma^2))) …