0=144t-16t^2 — step-by-step solution

Let's solve in

ℝ

144 t - 16 t^{2} = 0

You can factor:

144 t - 16 t^{2}

into:

t \cdot (144 - 16 t)

A product is zero if and only if one of its factors is zero: we solve each factor equal to 0

⇥Let's solve in

ℝ

t = 0

⇥Solution obtained:

t = 0

⇥Let's solve in

ℝ

144 - 16 t = 0

⇥

16 t = 144

⇥ⓘ Both sides are divided by

16

⇥

t = \frac{144}{16}

⇥The fraction:

\frac{144}{16}

simplifies by the common factor:

16

into the new expression:

9

⇥Solution found:

t = 9

▶Solution:

t = {0, 9}