Solve the following system again using the addition method. Multiply the appropriate equation by the appropriate factor to eliminate x and solve for y first.
x+y=1.3
3x+5y=5.5
Solve the following system again using the addition method. Multiply the appropriate equation by the appropriate...
If we want to solve the following system using the elimination method, we can multiply the first equation by ____ and the second equation by ____, to eliminate the y. 6x + 15y = 7 9x + 3y = 8 a. 3,2 b. 5,1 c. -3, -2 d. -1, 5
20: Solve the system of equations using substitution method. 2x+5y=26 X+ y= 10 21: Solve the following equation. x-x1/2-6= 0 22: Solve the following system of equations, using elimination method. 2x+3y = 5 5x- y = 4 23: Solve the system of nonlinear equations. Any Method. Y?=x2-9 2y= x-3 24: Convert the log into exponent form. Ln (3x-5)2= 16 25: f(x)= 1/x in words explain the transformation of the following functions. a. g(x) = 1/ (x-3) +5 b. h(x)= -1/(x+2)...
Solve the system by the addition method. 4x-5y 5 3x-7y-6 Select the correct choice below and, if necessary, fill in the answer box to complete your choice. O A. There is exactly one solution. The solution set is O B. Simplify your answer. Type an ordered pair.) There are infinitely many solutions. The solution set is (xy)4x-5y 5) or (x y)3x-7y6) C. The solution set is Ø.
Solve the following problem using a system of equations. Show your solving steps using the addition method and state your final answer in a sentence. be sure to check your solution. $10,800 is divided into two investments, one earning 8% simple interest and the other earning 5% simple interest. After one year, they earn a combined interest of $795. How much was invested in each account? I have also attached an example chart that also needs to be made as...
Set up the system as a matrix equation, and then solve the system using the Laplace transform method. 3x,+4x, x (0) = 1 x3x,+2x2, x (0) = 1 1. Set up the system as a matrix equation, and then solve the system using the Laplace transform method. 3x,+4x, x (0) = 1 x3x,+2x2, x (0) = 1 1.
17. Solve the system using the addition method. -5x - 9y = 28 - 4x + 5y = -2 O A.(-2,-2) O B. (7,-4) O C.(7,6) O D.(-11,3)
Solve the system by the addition method. 7) x - 4y =-15 8x - 5y = 42
b) Back substitution method: Q: Solve the following system of linear equation! by Gauss elemination method: X + 2y + 32 - 2x - 3y + 22 + 3x + y - z = 15 o = -5 (i) (ii) (iii)
solve and name each system question Solve and name each system of equation 12. 4x + 3y =-13 -x + y = 5 13. 7x + 2y = 6 14x + 4y 12 14. 9x-5y 1 -18x + 10y = 1 15. 2x + y + z = 9 -x-y+ z 1 3x-y +z 9
SOLVE THE FOLLOWING SYSTEM OF EQUATIONS BY THE CRAMER'S METHOD 3X+5Y+3Z-12 2X+5Y-2Z-6 3x+6Y+3Z-3 a) X Y b) CHECK YOUR RESULTS. (USE MATRICE FUNCTIONS, PRESS F2. AND THEN PRESS CTRL+SHIFT+ENTER) 3IF Y-SINC) EXPOO. INTEGRATE Y FROM X-0 Tox-1. COMPARE WITH REAL VALUE IF DX-0 a) INT b) INT ,IF DX- 005 REAL VALUE 3) Plot sin x letting maco c/ Prepave hese cuves 4) SOLVE THE FOLLOWING SYSTEM OF EQUATIONS BY INVERSE METHOD 3 X+3Z-13 2X +5 Y-2Z-2 3 X+6Y+2Z-3 Z-...