ln (k2/0.012365) = -0.803497594
ln is natural log.
solve for k2
Solve for x and y in the following expressions: 0.67 = log(x) 0.67 = ln(y)
Solve differential equation. (x/y) (dx/dy) +(ln(y) - x) =0 I have been told it is not solved by substitution. It doesn't look exact or separable. It appears to be linear, but the mixed variable for qx and the natural log is confusing to me.
Solve the following equations. 1. ln(x2 ) = ln(2x + 3) 2. log2(2) + log2(3x − 5) = 3. 3. Expand the logarithm: log ( x15y13) z19
1. Above is the simple crosstab for Beta Blocker use vs. Low HDL. The natural log of the odds ratio [ln(OR)]= 2. Using the table from question 1, the standard error of ln(OR)= 3. Using the answer for the two previous questions, calculate a 95% CI for OR (Note, you will have to convert your answer from log form before you select an answer). Beta Dichotomized low HDL blocker level (abnormal) 2 Total use yes 41 30 7 15 34...
Solve for x: 8^x=30 a) x= log^8 30 b) x= log^30 8 c) x= log(8) d) x= ln(8) e) x= log(30)
Use the natural log function to find y'ify =(x + 1)*. By using the natural log function, your final answer will not have ay in it.
Solve using Log not LN Problems and Essays For the reaction dihydroxyacetone phosphate glyceraldehyde 3-phosphate ΔG"=1.8 kcal/mole What ratio of product/reactant must be maintained in order to keep the reaction going in a forward direction? For the reaction fumarate malate What is the change in free energy when one mole of fumarate reacts to make one mole of 2. K02818 malate under standard conditions?
Suppose the following is an estimated log-linear demand function: ln Q = 8.99 – 3.78 ln P – 1.77 ln M – 2.03 ln PR All parameter estimates are significant. 1) Is this good a normal or an inferior good? 2) Is this good a complement of or substitute for the related good? 3) What is the price elasticity of demand for this good? 4) What is the income elasticity of demand for this good?
Assume the following log-linear supply function for coffee beans: ln Qs = 20 + 1.5 ln P +4.6 Ln T + 2.6 ln F where P is the price of coffee beans, T is technology and F is the number of coffee bean growers. If the number of growers increases by 10%, by how much will coffee supply increase?
jestigate whether the following series converge! of 1 log k ok log k' L K2 IM