The solution of the equations or inequalities and express it in interval notation where approptiate. a. 4&lt;2y or −3(y+2)≻y+1 b. 4&lt;2y and −3(y+2)≻2y+1

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The solution of the equations or inequalities and express it in interval notation where approptiate. a. 4&amp;lt;2y or −3(y+2)≻y+1 b. 4&amp;lt;2y and −3(y+2)≻2y+1

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Calculation: a. Inequality is 4&amp;lt;2y or −3(y+2)≻2y+1 Solution is given as: 4&amp;lt;2y or −3y−6≻2y+1 y&amp;gt;2 or −3y+2y&amp;gt;6+1 y&amp;gt;2 or −y&amp;gt;7 y&amp;gt;2 or y&amp;lt;−7 Solution in interval notation form is 8,−7?(2,8) b. Inequality is 4&amp;lt;2y and −3(y+2)≻2y+1 Solution is given as: 4&amp;lt;2y and −3y−6≻2y+1 y&amp;gt;2 and −3y+2y&amp;gt;6+1 y&amp;gt;2 and −y&amp;gt;7 y&amp;gt;2 and y&amp;lt;−7 Solution in interval notation form is 8,−7n(2,8) Conclusion: Hence, the solutions for the below equations and inequalities are as follows: a. 4&amp;lt;2y or −3(y+2)≻2y+1:  Solution is y&amp;lt;−7 or y&amp;gt;2 b. 4&amp;lt;2y and −3(y+2)≻2y+1:  Solution is y≻7 and y&amp;gt;2

The solution of the equations or inequalities and express it in interval notatio

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