p varies directly as q. When q = 31.2 , p = 20.8. Find p when q = 15.3. – 2264555, P = kq where k is a constant Substituting:-20.8 = 31.2 * k k = 20.8 / 31.2 = 0.6667 so the relation is p = 0.6667q When q = 15.3 P = 0.6667*15.3 = 10.20 to nearest hundredth, P varies directly as Q. When Q equals 31.2, P equals 20.8. Find P when Q equals 15.3. – 14316786, P varies directly as q. When q = 31.2 , p = 20.8. Find p when q = 15.3. … If p and q are two statement then ( p q ) is the when 🙁 a) p and q both are true (b) p and q both are false (c) p is false and q ia true (d) Non of these, P varies directly as q. When q = 31.2, p = 20.8. Find p when q = 15.3. See answer. Brainly UserBrainly User. The answer is 10.2 because you cross multiply Q over P. finner35finner35. 15.3/31.2 = x/20.8. 31.2x = 20.8*15.3.
10/26/2016 · P varies directly as q. When q = 31.2 , p = 20.8. Find p when q = 15.3. The answer is 10.2 because you cross multiply Q over P . page views per month are few, so every shared web hosting supstorage (preferably near unlimited) Anyone that can give meso why not give it a try.
P varies directly is Q . When Q = 31.2 , P = 20.8. Find P when Q = 15.3. – 6978839, 7/7/2009 · p varies directly as q. When q = 31.2 , p = 20.8. Find p when q = 15.3. Identify the variation as direct, inverse, joint or combined. i = 2pr. Identify the variation as direct, inverse, joint or combined. The cost of the number of the same articles purchased varying with the number purchased, 6/7/2012 · the answer is d p = 100. p is directly propotional to q . p = kq where kq is any constant. when p = 10 then q = 2. k = 10/2 = 5. when q is 20 . p = kq = 5*20 = 100, S varies directly as p and q . If p = 5 and q = 7 then S= 280. Find the constant of proportionality. … Suppose that p (x) is a polynomial with integer coefficients of degree 3 and x = 2 is ??a zero, and x = v 5 is a zero. Answers · 1.
