Fine lowest common values for x and y variables of A[4x - 7y = 2]
B[3x - 3y = 6]
1 answer:
3x -3y = 6
or, 3(x -y)= 6
or, x-y =6/3
or, x-y = 2
or, x=2+y........eqn(i)
4x - 7y = 2
substituting the value of x from eqn(i)
or, 4(2+y) -7y = 2
or, 8 + 4y -7y = 2
or, -3y = 2-8
or, y = -6/-3
■ y = 2
so in eqn(i)
x= 2+y
x= 2+2
■ x = 4
You might be interested in
Answer:
-2x² - 8x - 15
Step-by-step explanation:
-(2x² + 4x + 11) + (-4)
-2x² - 8x - 11 - 4
-2x² - 8x - 15
Answer: C. (2, -4)
Step-by-step explanation:
Take into consideration that y is less than or equal to -2. The only option in which the y value is less than or equal to -2 is option C., thus C would correctly solve the system of inequalities.
Answer:
whatcha tryna accomplish here bud....
Ummm I think the answer is 9
Answer:
2nd choice
Step-by-step explanation: