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3 years ago

10

The final step in the reading comprehension strategy of asking questions is to determine

2 answers:

Oxana [17]3 years ago

4 0

Answer:

I think b

Explanation:

Semmy [17]3 years ago

3 0

I'm so sorry but I need points

Explanation:

I am currently failing my Language Arts class and if I don't have points then I can't ask questions and if I don't get answers then I can't get my grade up. If I don't get my grade up by Friday then my mom is going to be really mad. My mom will one beat me two she will send me to my old school where I was depressed and just really bad. So if you can help me with that it would mean the WORLD to me so please don't delete my answer please. And if you wouldn't mind can you give me brainiest you don't have to but yeah. Thanks!Answer:

2 years ago

Then dont log in or sign up at all brah

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3. Jaden received these two estimates from a moving company. Write and solve a

hjlf

Answer:

Mileage = $71

Loading/Unloading Fee: -$980

Explanation:

The question has incomplete details. The complete question can be found online. The given parameters are:

Situation A

$Helpers = 6$

$Distance =95$

$Cost = 865$

Situation B

$Helpers = 5$

$Distance = 80$

$Cost = 780$

Solving (a): The equation.

Let

<em>x = loading/unloading fee</em>

<em>y = mileage fee</em>

For situation A, the equation will be:

$Cost = 6 * x + 95 * y$

$Cost = 6 x + 95y$

$6 x + 95y = 865$

For situation B, the equation will be:

$Cost = 5* x + 80*y$

$Cost = 5x + 80y$

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So, the equations are:

$6 x + 95y = 865$

$5x + 80y = 780$

Solving (b): The solution

$6 x + 95y = 865$ --- (1)

$5x + 80y = 780$ --- (2)

Multiply (1) by 5 and multiply (2) by 6 to eliminate x

$5 * [$ $6 x + 95y = 865$ $]$

$30x + 475y = 4325$

$6*[$ $5x + 80y = 780$ $]$

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Subtract the resulting equations

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Divide both sides by -5

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Substitute $y = 71$ in (1)

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$6x + 95 * 71 = 865$

$6x + 6745 = 865$

Collect like terms

$6x =- 6745 + 865$

$6x =-5880$

Divide both sides by 6

$x =-980$

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