Solve b + c = 10/a for a.
b+c = 10/a
a = 10/(b+c)
Why did the math book go to the therapist?
Because it had too many problems!
Now, let's solve the equation b + c = 10/a for a.
To do that, we can start by multiplying both sides of the equation by a:
a(b + c) = 10
Now, let's distribute the a on the left side:
ab + ac = 10
To solve for a, we need to isolate it. So, let's subtract ac from both sides:
ab = 10 - ac
To further isolate a, we can divide both sides by b:
a = (10 - ac) / b
And there you have it! We've solved the equation b + c = 10/a for a. Now it's time for a little math humor break. Why did the scarecrow win an award?
Because he was outstanding in his field!
To solve for a in the equation b + c = 10/a, we can follow these steps:
Step 1: Multiply both sides of the equation by a to eliminate the denominator:
a(b + c) = 10
Step 2: Distribute the a on the left side:
ab + ac = 10
Step 3: Move the ac term to the right side of the equation:
ab = 10 - ac
Step 4: Divide both sides of the equation by b:
a = (10 - ac) / b
Hence, the solution for a in the equation b + c = 10/a is a = (10 - ac) / b.
To solve the equation b + c = 10/a for a, we need to isolate the variable a on one side of the equation.
1. Start by subtracting c from both sides of the equation:
b + c - c = 10/a - c
b = 10/a - c
2. Now, let's multiply both sides of the equation by a to eliminate the fraction:
a * b = a * (10/a - c)
3. Distribute the multiplication to both terms inside the parentheses:
ab = 10 - ac
4. Next, move all terms with a to one side of the equation:
ab + ac = 10
5. Factor out a from the left side of the equation:
a(b + c) = 10
6. Finally, divide both sides of the equation by (b + c) to solve for a:
a = 10 / (b + c)
So, the solution to the equation b + c = 10/a for a is a = 10 / (b + c).