Give t (3/5 , 4/5)
How do I find the terminal points for pi-t
Thanks
Given t (3/5 , 4/5)
How do I find the terminal points for pi-t
Thanks
To find the terminal points for pi-t, we first need to understand what "pi-t" represents. In this context, "pi" refers to the mathematical constant π, which is approximately equal to 3.14159.
Now, let's calculate pi-t.
pi-t = π - t
Since t is given as (3/5, 4/5), we can substitute its values into the equation:
pi-t = π - (3/5, 4/5)
To calculate the subtraction, we need to subtract the corresponding components separately:
For the x-coordinate:
pi - (3/5) = 3.14159 - (3/5)
To subtract fractions, we need a common denominator. The common denominator for 5 and 1 is 5:
= (3.14159 * 5)/5 - (3/5)
= (15.70795 - 3)/5
= 12.70795/5
For the y-coordinate:
pi - (4/5) = 3.14159 - (4/5)
Again, using the common denominator 5:
= (3.14159 * 5)/5 - (4/5)
= (15.70795 - 4)/5
= 11.70795/5
Therefore, the terminal point for π - t is (12.70795/5, 11.70795/5).