2st^2-s^2=
S=4 T=8
2032?
Replace s = 4 and t = 8 in your equation.
2 s t ^ 2 - s ^ 2 =
2 * 4 * 8 ^ 2 - 4 ^ 2 =
2 * 4 * 64 - 16 =
8 * 64 - 16 =
512 - 16 = 496
That should be right, as long as the first term is "2st^2" and not "(2st)^2".
It's me. Thanks guys
To solve the equation 2st^2 - s^2, we need values for both "s" and "t". In this case, we are given that S = 4 and T = 8.
So, plugging in these values into the equation, we have:
2(4)(8)^2 - (4)^2
First, let's calculate the value inside the brackets:
(8)^2 = 64
Now, let's substitute this value into the equation:
2(4)(64) - (4)^2
Next, perform the multiplications:
2(4)(64) = 512
(4)^2 = 16
Now substitute these values back into the equation:
512 - 16
Finally, subtract:
512 - 16 = 496
So, 2st^2 - s^2 equals 496, given that S = 4 and T = 8.