Question

-16t^2+64t=0
t=?
can someone help me what t equals!!

Answer 1

For this case we must solve the following equation:

`-16t ^ 2 + 64t = 0`

Taking common factor
`16t`we have:

`16t (-t + 4) = 0`

Thus, it is observed that equality is fulfilled when:

`t = 0\\t = 4`

Thus, the solution of the equation is given by:

`t_ {1} = 0\\t_(2) = 4`

Answer:

`t_ {1} = 0\\t_(2) = 4`

Answer 2

see the explanation

Explanation:

we have

`-16t^2+64t=0`

Solve for t

Factor -16t

`-16t(t-4)=0` ----> quadratic equation in factored form

therefore

The solutions are

`t=0, t=4`