Draw the arrow diagram for each composition of relations S and T represented by matrices: S: 101 T: 001 011 010 110 100 a. SoS b. SoT

Q: 18.프-=0 x-1 0 =

A: x-1x-xx-1= 0 So, (x-1)2-x2(x)(x-1)= 0

Q: I DON'T UNDERSTAND THE BREAKDOWN FROM THE BEGINNING. IS THERE ANYWAY YOU CAN SHOW ME WITH ARROWS…

A:

Q: Consider the equation I1 +2 +13 = 25 where r1, r2, r3 € Z.

A: Consider the given equation: x1+x2+x3=25 His aim is to find the solutions for x1≥0, x2≥-3, x3≥0 and…

Q: 1/2x+1/2y=-1?  x-y=-4   need to solve using solution method, and specify as an ordered pair?

A:

Q: The answers on the left are supposed to be matched with the answers on the right. This was not done…

A: Data Point r  correlation Coefficient {(1,1),(2,2),(4,4),(5,5),(8,8)} r = 0.76…

Q: yes, hi. I've seen another source, use set variables to 0 and then solve individually, answers are…

A: setting z=0 and solving for x and y. similarly setting y=0 and solving for x and z.

Q: when solving {6x-2y=6 and y=6x-4 by the substitution method, x=1/3 is obtained. Find the solution…

A: To find out the solution set.

Q: Could you please provide another proof?

A:

Q: Which point is in the solution set for question 9? y≤-2x+5 3 y²-x-2

A: Given solution set is : I1 : y≤-2x+5I2 : y≥32x-2   To find the point that is there in the solution…

Q: Find the solution to an=2an-1+an-2-2an-3 for n=3,4,5,...with a0=3, a1=6 and a2=0

A: Find the solution to an=2an-1+an-2-2an-3 for n=3,4,5,...with a0=3, a1=6 and a2=0

Q: From a.b = a.c it may be concluded that b = c. But this is just one of three possible solutions.…

A: topic - vectors other solutions are a=0 and a is perpendicular to b and c

Q: Solve for x, y and z from x-2y+3z = 7 2x+y+z 4 -3x+2y-5z = -13 =

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Q: Solve by substitution. 2x + y =- 1 -2y =-1+ 4x ONo solution O Infinite number of solutions

A: Given,  2x+y=1, -2y=-1+4x

Q: Find the solution to an=2an-1+an-2-2an-3 for n=3,4,5,...with a0=3, à1=6 and a2=0

A:

Q: A rancher has 260 meters of fence with which to enclose three sides of a rectangular meadow (the…

A:

Equations and Inequations

Equations and inequalities describe the relationship between two mathematical expressions.

Linear Functions

A linear function can just be a constant, or it can be the constant multiplied with the variable like x or y. If the variables are of the form, x2, x1/2 or y2 it is not linear. The exponent over the variables should always be 1.