The solution for the given system of equations x + 8y = -37, 4x + 8y = -52 is
Given,
System of equations as,
x + 8y = -37
4x + 8y = -52
We have to solve this by using the inverse of coefficient matrix of the equivalent matrix equation.
That is,
Now we can solve the equations.
Here we have,
x + 8y = -37
4x + 8y = -52
Now in matrix form,
A X B
We know that,
Therefore,
Then,
That is
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The question is incomplete. Completed question is given below:
Solve The System Of Equations By Using The Inverse Of The Coefficient Matrix Of The Equivalent Matrix Equation.
x + 8y = -37
4x + 8y = -52
3/7 is a greater fraction.
Since the numerator is the same, whichever denominator is smaller is the greater fraction.
This is due to the fact that the whole is split up into fewer greater parts, instead of more smaller parts.
A good example is
would you like 1/2 of a pie, or 1/4 of a pie.
We all know 1/2 is greater than 1/4, because each half is greater than just one quarter.
Area of a rectangle= lxw
1.7=3.4z
1.7/3.4= 0.5
z=0.5
(180(n+2))/n
where n is the number of sides
Answer:
A.
Explanation:
I might be too late, but it might help others in need of this question.