We are given the equation $4x - 3y = 9$ and the value $x = 6$. We need to find the corresponding value of $y$.
Substitute the given value of $x$ into the equation:
$4(6) - 3y = 9$
Simplify the equation:
$24 - 3y = 9$
Subtract 24 from both sides to isolate the term containing $y$:
$ -3y = 9 - 24 $
$ -3y = -15 $
Divide both sides by -3 to solve for $y$:
$ y = \frac{-15}{-3} $
$ y = 5 $
The value of $y$ is 5.
If a school of fish weighs 3 kg and each fish in the school weighs 150g, then the number of fish in the school is____.
What should be subtracted from p and added to q so that the resulting ratio becomes 1 : 5?
The cost of a pen is five times the cost of a pencil. I bought 8 pens and 4 pencils for Rs. 132. Find the cost of 5 pens and 5 pencils.
Find the value of k, for which the system of equations kx + 3y = 26 and 21x + (k + 2)y = 71 + k has infinitely many solutions.
Shaan got a total of Rs. 912 in the denomination of equal numbers of Rs. 1, Rs. 5 and Rs. 10 coins. How many coins do Shaan possess?