Me on this question ! an inequality is shown below: −np − 6 ≤ 3(c − 5) which of the following solves for n?

Question

I am working on the following inequality: 
−np − 6 ≤ 3(c − 5). 
Which of the following options correctly solves for n?

n ≥ −(3c − 21) / p  
n ≥ −(3c − 9) / p  
n ≤ −(3c − 21) / p  
n ≤ −(3c − 9) / p

Anonymous · Accepted Answer

It is the 2 sentence

Anonymous · Answer

The correct option is B) .Step-by-step explanation:Consider the provided inequality: Now distribute 3 inside the parentheses.Add 6 on both the side of the inequality: Now, multiply both the sides by a negative sign and reverse the sign of inequality.Divide both the sides of the inequality by p.Now consider the provided options.By observing the provided option it can be concluded that the correct option is B) .

Anonymous · Answer

-np - 6 < = 3(c-5)-np - 6 < = 3c - 15-np < = 3c - 15 + 6-np < = 3c - 9n > =  (-3c + 9)/p

Anonymous · Answer

Step-by-step explanation:We have been given the inequality −np − 6 ≤ 3(c − 5)We will solve for n So, firstly we will shift 6 on right hand side of the inequality we get:Now, we will open the parenthesis on right hand side of the inequality;

Anonymous · Answer

n ≥ − the quantity 3 times c minus 9 all over pStep-by-step explanation:To solve inequalities you should use the same method as to solve equalities.1. First write down the inequality:2. Solve the parentheses: 3. Pass the independent numbers to the right side of the inequality with opposite sign and do the mathematical operations:4. Pass the p with the minus sign to the right side of the inequality, as p has the minus sign, the direction of the inequality changes:

Anonymous · Answer

Bc>=3 and n

Anonymous

Me on this question ! an inequality is shown below: −np − 6 ≤ 3(c − 5) which of the following solves for n?

6 Answers

AI-Powered Insights

Want to answer this question?

Categories

Tags

Related Questions