The Atlanta Brave had a run differential of +134 In the 2021 seasons. What does it mean?

A. They allowed their opponents to score a total of 134 runs

B. They scored a total of 134 runs

C. They scored 134 more runs than they allowed their opponents to score.

D. They allowed their opponents to score 134 more runs than they scored.

A supermarket sells tow brands of granola: brand A at Sp per pound and brand B at Sq per pound. The daily demands x and y (in pounds) for brand A and B, respectively are gives by the following equation. x= 200 - 9p + 6q y = 400 + 6p - 3q Find partial differential x/partial differential p and partial differential y/partial differential p. and interpret the results. partial differential x/partial differential p = (Enter your response as a whole number and include a minus sign if necessary)

Consider the differential equation dy/dx = e^2x + (1 + 2e^x) y + y^2(*) Show that y_1(X) = -e^x is a solution of equation(*)Solve (*) Solve the differential equation 3(1 + x^2) dy/dx = 2xy(y^3 - 1) Solve the differential equation y - (x + 4) y' = (y')^2 Solve the initial value problem -xy' + y = (y' + 1)^2, y(0) = 0 Determine whether the following set of functions are linearly independent for all x where the function is defined {x, e^2x + 1, e^3x - 4} Prove that f_1(x) = x^2 and f_2(x) = |x| are linearly independent on (-infinity, +infinity) Show that W(f_1(x), f_2(x)) = 0 for every real number. Find a general solution of the differential equation 2y" + 5y' + 2y = 0, y(0) = pi, y'(0) = 1

Use a substitution to transform this differential equation (x2 + y2)dx - 2xydy = 0 into a separable differential equation of x, v v' =