Math, asked by tusharraj77123, 10 months ago

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$<body bgcolor=rd><marquee scrollamount="3" direction="up">$ Please ANSWER IT.....
$<body bgcolor=red><marquee scrollamount="1300" direction="left">$ ✌✌✌ Help me ....

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Answered by priyankasingh12328

Step-by-step explanation:

$\huge\blue{\fbox{\fbox{\red{\mathcal{Hello}}}}}$

$<body bgcolor=rd><marquee scrollamount="3" direction="up">$ Please ANSWER IT.....

$<body bgcolor=red><marquee scrollamount="1300" direction="left">$ ✌✌✌ Help me ....

Answered by Anonymous

$Solve\:the\:equation$

$5(x - 4) + \dfrac{7x}{3} < 2 , where\:x \in N$

We know that to solve this inequality , we have to first solve it as a Equation....i.e

$5(x - 4) + \dfrac{7x}{3} = 2$

$5(x - 4) + \dfrac{7x}{3} = 2$

$5x - 20 + \dfrac{7x}{3} = 2$

LCM of the Equation is 3;

$\dfrac{15x - 20 + 7x}{3} = 2$

$\dfrac{22x - 60}{3} = 2$

$22x - 60 = 6$

$22x = 6 + 60$

$22x = 66$

$x = \dfrac{66}{22}$

$x = 3$

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Since the inequality has given the condition for x $\in$ N , the set will be;

$N \in {{1 , 2 , 3}}$

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