Solution of a Linear Equation

The largest angle of a triangle is equal to the sum of the other two angles. The smallest angle is $\frac{1}{4}$ of the largest angle. Find the angles of the triangle.

Find the point where the equation $3x+2y=12$ intersects x-axis.

In which quadrant, the positive solutions of the equation $ax+by+c=0$ lie?

Write the four solutions of the following equation:

$2y-3x-2=0$

When the son will be as old as his father today, the sum of their ages then will be $126$. When the father was as old as his son is today, the sum of their ages then was $38$. Find their present ages.

If $ab+bc+ca=0$, then find the value of $\frac{1}{a^2-bc}+\frac{1}{b^2-ca}+\frac{1}{c^2-ba}$

 If $11x+13y=R$, where $R$ is a perfect square number less than $100,$ then number of possible positive integral solutions of the equation is 

Find four different solution of the equation $y-3=2x$

If $3^x-3^{x-1}=6$, then $x^x$ is equal to

If the point $\left(-3, 2\right)$ satisfies the equation $3y-ax=7$, Find the value of $a$.

Make a table for the equation $4x+5y=6$

If the point $\left(-3, 2\right)$ satisfies the equation $3y-ax=7$, find the value of $a$.

If $x+3y=25$, Write $y$ in terms of $x$ and also find the two solutions of this equation.

Find four different solutions of the equation which are not in the fraction.

$4x+3y=24$

Find four different solutions of the equation which are not in the fraction.

$2x+y=6$

Find four different solutions of the equation which are not in the fraction.

$x+y-3=0$

Find four different solutions of the equation which are not in the fraction.

$3x-2y=4$

If the HCF of $408$ and $1032$ is expressible in the form $1032\times 2+408\times p$, then the value of $p$ is

The solution of $2y+9=4$ is:

Solve for $x$:

$\frac{9x}{7-6x}=15$