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Lisa [10]
3 years ago
9

Nation par une expression algébr... (MATH - FOYER 205 - 2020-2021)

French
1 answer:
Svet_ta [14]3 years ago
6 0

Answer:

a. 4x + x

b. 4x + x = 850

c. 5x = 850;

Extra: x = 170

Extra 2: Joshua has $680 and Josué has $170

Joshua and Josué have $850. Joshua has 4 times as much as Josué.

Saying that, Joshua has 4/5 of $850, and Josué has the other 1/5.

Thus the expression becomes 4x + x.

There is $850 in total, so the equation is 4x + x = $850. That simplified is 5x = 850.

I know this didn't ask for what I'm about to do, but I'll find x so you don't have to worry about that. And then find how much each of the two have.

5x = 850

Divide both sides by 5.

5x/5 = 850/5

x = $170

Heading back to the equation 4x + x = 850.

Substitute x for 170.

4(170) + 170 = 850

680 + 170 = 850 is true.

So, Joshua has $680, and Josué has $170.

In French:

Répondre:

une. 4x + x

b. 4x + x = 850

c. 5x = 850;

Extra: x = 170

Extra 2: Joshua a 680 $ et Josué a 170 $

Explication:

Joshua et Josué ont 850 $. Joshua a 4 fois plus que Josué.

Cela dit, Joshua a 4/5 sur 850 $ et Josué a l'autre 1/5.

Ainsi, l'expression devient 4x + x.

Il y a 850 $ au total, donc l'équation est 4x + x = 850 $. Cela simplifié est 5x = 850.

Je sais que cela n'a pas demandé ce que je suis sur le point de faire, mais je vais trouver x pour que vous n'ayez pas à vous en soucier. Et puis trouvez combien chacun des deux a.

5x = 850

Divisez les deux côtés par 5.

5x / 5 = 850/5

x = 170 $

Revenons à l'équation 4x + x = 850.

Remplacez x par 170.

4 (170) + 170 = 850

680 + 170 = 850 est vrai.

Donc, Joshua a 680 $, et Josué a 170 $.

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