f(x)=(y+a) and b=the limit as y aproches 2+f is 1000
figure out a,y, and f
I'm lost, but I need to know for our trimester final. I don't even know if it's possible.
what's the total limit?
that's b, but that's question #2. I'm stuck on that too. I am way lost.
y=5,a=17,and f=100 and b=1000
Itz eazee, yoo hav too ad a=f=b/5=.51711.
To find the values of a, y, and f, we need to solve the given equation and apply the limit condition.
Given: f(x) = (y + a) and b = limit as y approaches 2 + f is 1000.
To solve for a, y, and f, we will follow these steps:
Step 1: Substitute f(x) into the limit equation:
b = limit as y approaches 2 + (y + a)
Step 2: Simplify the equation:
b = limit as y approaches 2 + y + a
Step 3: Apply the limit:
b = 2 + 2 + a
Step 4: Simplify further:
b = 4 + a
Step 5: Solve for a:
a = b - 4
Now, we have found the value of a in terms of b.
To find y and f, we need more information or additional equations. The given equation f(x) = (y + a) does not provide enough information to solve for y and f. We would need additional equations or conditions to determine the specific values of y and f.
Therefore, with the given information, we can solve for a in terms of b, but we cannot determine the values of y and f without more information.