The system of equations has No solution.
<u>Step-by-step explanation</u>:
step 1 :
The given system of equations are
4x-8y=-16 -------- (1)
x-2y=-8 ----------- (2)
step 2 :
Taking 4 as common from equation (1)
4(x-2y) = 4(-4)
The equation (1) becomes x-2y = -4
- Now, equations (1) and (2) have same x and y terms and only constant is different.
- Therefore, the system of equations cannot be solved for x and y values. It has no solution.
step 3 :
From equation (2), find the value for x
x-2y = -8
x = 2y-8
step 4 :
Substitute x = 2y-8 in equation (1)
4x-8y = -16
4(2y-8) -8y = -16
8y - 32 -8y = -16
8y-8y = 32-16
It cannot be solve for x and y values.
∴ The system of equations has No solution.
Answer:
480 millimeters.
step-by-step explaination:
well 48cm is 100 millimeters i believe so its 480 mm
Answer:
4
Step-by-step explanation:
the 7 is over 5 which makes the 3 round to a 4
Answer:
I think it's 30.1
Step-by-step explanation:
Since the hypothesis is always the longest side of the triangle
For the given experiments , participants concluded that complexity is more on the random patterns on every trials compare to one segment that was same for every trial.
As given in the question,
Steps for the experiment where participants manually tracked a complex pattern which consists of two segments are as follow:
In first case : One segment consists of random patterns on every trial that is on every new trial there is new random pattern which participant has to follow.
In second case : Another segment consists of same pattern on every new trial.
After conducting experiment reports conclude that repeated segment with the same pattern present more improved result compare to random patterns. As participants were aware of the same segment on each new trial.
Therefore, given experiments of participants proves the complexity is more on the random patterns on every trials compare to one segment same for every trial.
Learn more about experiment here
brainly.com/question/11256472
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