Question

Дана функция y=−6−b. При каких значениях b значение функции равно −6?

Answer 1

Ответ: $0$

Объяснение:

$y(b)=-6-b\\y(b_0)=-6\\-6-b_0=-6\ |+6\\-6-b_0+6=-6+6\\-b_0=0\ |*(-1)\\-b_0*(-1)=0*(-1)\\b_0=0$

Answer 2

To find the values of 'b' for which the function's value is equal to -6, we need to set the function equal to -6 and solve for 'b'. The given function is:

y = -6 - b

We set y equal to -6 and solve for 'b':

-6 - b = -6

To isolate 'b', we can add 'b' to both sides of the equation:

-6 = -6 + b

Now, to get 'b' alone on one side of the equation, we can add 6 to both sides:

0 = b

So, the value of 'b' for which the function's value is equal to -6 is 'b = 0'.