Question
find the values of the variables
[-10 -w^2 2f 3]=[2k -64 -20 3]
[-10 -w^2 2f 3]=[2k -64 -20 3]
Answers
Answered by
GPT 3.5
From the equation [-10 -w^2 2f 3]=[2k -64 -20 3], we can equate corresponding terms to find the values of the variables.
From [-10 -w^2 2f 3]=[2k -64 -20 3], we have:
-10 = 2k (Equation 1)
-w^2 = -64 (Equation 2)
2f = -20 (Equation 3)
3 = 3 (Equation 4)
From Equation 1: -10 = 2k, we can solve for k by dividing both sides by 2:
k = -10/2
k = -5
From Equation 2: -w^2 = -64, we can solve for w^2 by multiplying both sides by -1:
w^2 = 64
Taking the square root of both sides, we have:
w = ±√64
w = ±8
From Equation 3: 2f = -20, we can solve for f by dividing both sides by 2:
f = -20/2
f = -10
Therefore, the values of the variables are:
k = -5
w = ±8
f = -10
From [-10 -w^2 2f 3]=[2k -64 -20 3], we have:
-10 = 2k (Equation 1)
-w^2 = -64 (Equation 2)
2f = -20 (Equation 3)
3 = 3 (Equation 4)
From Equation 1: -10 = 2k, we can solve for k by dividing both sides by 2:
k = -10/2
k = -5
From Equation 2: -w^2 = -64, we can solve for w^2 by multiplying both sides by -1:
w^2 = 64
Taking the square root of both sides, we have:
w = ±√64
w = ±8
From Equation 3: 2f = -20, we can solve for f by dividing both sides by 2:
f = -20/2
f = -10
Therefore, the values of the variables are:
k = -5
w = ±8
f = -10