if πx+3y=25, write y in terms of x and also find the two solutions of this equation.
Answers
Answered by
5
π x + 3 y = 25
So 3 y = πx - 25
y = π/3 * x - 25/3
There is only one solution in terms of algebraic solution.
We can find the value of y at two different values of x.
For x = 0, y = π/3 * 0 - 25/3 = -25/3
for x = 7/22, y = 22/(7*3) * 7/22 - 25/3 = 1/3 - 25/3 = - 8
So 3 y = πx - 25
y = π/3 * x - 25/3
There is only one solution in terms of algebraic solution.
We can find the value of y at two different values of x.
For x = 0, y = π/3 * 0 - 25/3 = -25/3
for x = 7/22, y = 22/(7*3) * 7/22 - 25/3 = 1/3 - 25/3 = - 8
kvnmurty:
click on red heart thanks above pls
Answered by
3
πx+3y = 25
y = (25- πx)/3
When x =0 y= 25/3
so (0,8.33)
when y=0 x will be=7.96
(7.96,0)
---------------------------------
y=(25-πx)/3
(0,8.33) and (7.96,0)
are the solution
y = (25- πx)/3
When x =0 y= 25/3
so (0,8.33)
when y=0 x will be=7.96
(7.96,0)
---------------------------------
y=(25-πx)/3
(0,8.33) and (7.96,0)
are the solution
Similar questions