Question

Solve for t: t^2=36 …….

Answer 1

Hello!

Answer:

`\Large \boxed{\sf t = \pm6}`

Explanation:

→ We want to solve this equation:

`\sf t^2=36`

◼ We know that if
`\sf x^2 = a`, then
`\sf x = \pm√(a)`:

`\sf t = \pm√(36)`

◼ Simplify the square root:

`\boxed{\sf t = \pm6}`

Conclusion:

The solution of the equation t² = 36 is ±6.

Answer 2

Given :

t² = 36

To find:

Solve for t.

Solution:

In order to solve for "t" in this equation, we'll take the square root of both sides:

√t² = √36

But remember that we get two solutions after square-rooting a number.

t = 6, t = -6

Therefore, t = 6 or t = -6.