To solve the equation y/7 - 3 = 39, Beejal follows the correct steps of adding and then multiplying by a certain value on both sides. However, the specific values he adds and multiplies by are missing from the question.
To solve this equation step-by-step, let's start with the given equation:
y/7 - 3 = 39
The first step Beejal mentioned is adding to both sides of the equation. Let's assume he adds the value 'a' to both sides:
y/7 - 3 + a = 39 + a
This step helps to isolate the term y/7 on one side of the equation. Now, the equation becomes:
y/7 + a = 39 + a
Next, Beejal explains that he multiplies both sides by a certain value, let's say 'b'. Multiplying by 'b' allows us to eliminate the fraction and solve for y:
b * (y/7 + a) = b * (39 + a)
By distributing the multiplication on the left side and right side of the equation, we get:
by/7 + ba = 39b + ab
Now we have an equation without any fractions. From here, we can continue solving for y by isolating the y term.