Webwhere q(p) is a typical’s individual rm supply function. This is the value of q which maximizes r(q) c(q) = pq 3q3 + q. The FOC yields p 9q2 1 = 0; 3. Note that the second derivative 18q<0, so the value satisfying the FOC is q= p p 1 3 is the solution. Observe that AVC(q) = VC(q) q = 3q3 + q q = 3q2 + 1 = 3 p p 1 3 2 Web7 jan. 2024 · So, it must be the case that (p-1)/q < (p+1)/q Statement II is TRUE Statement III: This time the numerators are the same, but the denominators are different (q and p+1) We can right away that if p = 1, then the two sides are EQUAL In other words, it is NOT the case that (p–1)/q < (p–1)/ (p+1) Statement III need NOT be true Answer: Show: ::
Qd = 80 - 10p and Qs = -40 + 20p A) Find the equilibrium price and ...
WebUse this calculator to compute a two-tailed P value from any Z score, T score, F statistic, correlation coefficient (R), or chi-square value. Once you have obtained one of these statistics (from a publication or even another program) the P value helps interpret its … f1 - the
If 81 × 125 = 3p × 5q, find p and q. - Brainly.in
Web31 mrt. 2024 · To find the values of p and q, write 2520 in the prime factorisation form and then compare it with 2 3 × 3 p × q × 7. Complete step-by-step answer: First of all, we have given 2520 is expressed in prime factorisation form as 2 3 × 3 p × q × 7. We have to find … Web17 sep. 2024 · What is the HCF of P and Q if 3P – Q – 5 = 0 and P and Q are positive integers? 1) P is completely divisible by 5. Let P=5x, so 3*5x-Q-5=0 Q=15x-5=5(3x-1). Now x and 3x-1 will never have any factor other than 1 common. Hence 5(x) and 5(3x-1) will have only 1 and 5 as common factors. Answer is 5. Sufficient 2) Q is completely divisible by 5. WebStep 1: Simplify and solve using appropriate law of exponents. Given, 5 3x−1÷25=125 Since, 25=5×5=5 2 And 125=5×5×5=5 3 Therefore given equation can be written as, 5 3x−1÷(5) 2=(5) 3 ⇒(5) 3x−1−2=(5) 3[∵a m÷a n=(a) m−n] ⇒(5) 3x−3=(5) 3 On comparing both sides, we get ⇒3x−3=3 ⇒3x=6 ⇒x=2 Hence, the value of x=2 Was this answer … f1 the end