for what value p and q the system of equations has infinite number sol

1.	for what value p and q the system of equations has infinite number solution 2x+3y=7;( p+q )x+( 2p-q)y=21
Answer» ANSWER: p = 5 q = 1 Step-by-step EXPLANATION: A SYSTEM of equations is said to have infinite solutions if the RATIO of their corresponding coefficients are equal. NAMELY, $\frac{p+q}{2} = \frac{2p-q}{3} = \frac{21}{7}$ From this, we get p + q = 6 2p - q = 9 Working further on this, you will get p=5 and q=1

for what value p and q the system of equations has infinite number solution 2x+3y=7;( p+q )x+( 2p-q)y=21

Answer»

p = 5

q = 1

Step-by-step EXPLANATION:

A SYSTEM of equations is said to have infinite solutions if the RATIO of their corresponding coefficients are equal. NAMELY,

$\frac{p+q}{2} = \frac{2p-q}{3} = \frac{21}{7}$

From this, we get

p + q = 6

2p - q = 9

Working further on this, you will get

p=5 and q=1

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for what value p and q the system of equations has infinite number solution 2x+3y=7;( p+q )x+( 2p-q)y=21​

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for what value p and q the system of equations has infinite number solution 2x+3y=7;( p+q )x+( 2p-q)y=21