Question

Evaluate 5 y' – yº if y = – 8.​

Answer 1

The value of
`\(5y' - y^\circ\)`when
`\(y = -8\) is \(8^\circ\).`

To evaluate
`\(5y' - y^\circ\) when \(y = -8\)`, we need to substitute the value of y into the expression.

Given that
`\(y = -8\)`, let's find y' (the derivative of y with respect to some variable, typically x and
`\(y^\circ\)` (the angle measure in degrees).

Without the specific form of the function \(y\) with respect to \(x\) and its derivative, we cannot determine \(y'\) directly. However, assuming \(y\) is a constant with respect to
`\(x\), \(y' = 0\).`

Now, substitute the values into the expression:

`\[5y' - y^\circ = 5(0) - (-8)^\circ\]\[= 0 + 8^\circ\]`

So, the value of
`\(5y' - y^\circ\)`when
`\(y = -8\) is \(8^\circ\).`