How do you solve this math problem 6x-5y=712x-10y=1

Answers

Answer 1
Answer: Combine like terms then either leave it where you get it or out in standard form
Answer 2
Answer: I found it easier to break them up and find the values of x and y singularly.. thats what I did in part 1.

Then plugging them in to find the values of the x and y foe the equation.. thats part 2

I wont lie these answer just look weird and could be wrong... but in math thats kinda normal so im not 100% but hopefully I was able to help in some way

Related Questions

Please help me with this homework equation I don’t understand and need help someone please do step by step
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Which statement describes this system of equations?9x – 6y = 15, 3x – 2y = 5
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Find the rate of change for the function h(x) = 2–x on the interval –2 ≤ x ≤ -1.0
-2
4
Plz!!! i really need help with this

Answers

Answer:

3002

Step-by-step explanation:

i hope i helped

Multiply the fraction by the whole number. Find the answer as a proper fraction or mixed number in simplest terms. *3 x 4/5: options
*2 3/5
*1 2/5
*2 1/5
*2 2/5

Answers

Answer:

2(2)/(5)

Step-by-step explanation:

Whole numbers can be seen as the number over 1. So, 3 can also be written as (3)/(1). To do (3)/(1) x (4)/(5) you just multiply across (3x4 and 1x5). Doing so gets you (12)/(5). Since 12 is bigger than 5, you need to find out how many times 5 fits into 12, which is 2 times. This means 2 is the whole number, however you're still left with 2 from the fraction (12)/(5), since 2x5 is just 10. You write the remaining 2 as (2)/(5), because that's what the original denominator was. The final answer is 2(2)/(5).

Show steps how to solve for y!!!!!
2y+2=3y/2
Please help me

Answers

\text{Solve for y:}\n\n2y+2=(3y)/(2)\n\n\text{Multiply both sides by 2 to cancel the denominator}\n\n4y+4=3y\n\n\text{Subtract 3y from both sides}\n\ny+4=0\n\n\text{Subtract 4 from both sides}\n\n\boxed{y=-4}

Answer:-4

Step-by-step explanation:

2y+2=3y/2

Cross multiply

2(2y+2)=3y

Open bracket

4y+4=3y

Collect like terms

4y-3y=-4

y=-4

Jeremy sprinted for 123 seconds and rested. Then he sprinted for 157 seconds, rested, and sprinted again for 195 seconds. Estimate the combined time he sprinted by rounding to the nearest ten and then adding the rounded numbers.

Answers

480 aproxmately if you round the numbers then add them up

My computer can download a movie in 5 hours. If I install an extra processor it can download the movie in 4 hours. How long, working alone, would it have taken the new extra processor to download the movie?Pls try to help within 10-20 min I really need it!!!!!!

Answers

Answer: 20 hours

=======================================================

Explanation:

We have two workers, more or less. Worker A gets the job done in 5 hours. Worker B comes along to help. If A and B work together, they get the job done in 4 hours. This assumes neither worker hinders the other.

Worker A's rate is 1/5 of a job per hour. In other words, after 1 hour, 1/5 of the job is done.

The combined rate is 1/4 for similar reasoning

Worker B's rate is 1/x where x represents how long it takes worker B to get the job done on its own.

The equation to solve is

1/5 + 1/x = 1/4

Note how 1/5 and 1/x represents the sum of the individual rates to get the combined rate 1/4

To solve this equation, it helps to clear out the fractions. Multiply every term by the LCD 20x

20x(1/5 + 1/x) = 20x(1/4)

20x(1/5) + 20x(1/x) = 20x(1/4)

4x + 20 = 5x

From here you can probably see solving this is relatively easy

4x+20 = 5x

20 = 5x-4x

20 = x

x = 20

Therefore, it will take 20 hours for worker B to get the job done on its own.

Going back to the processing context, it takes 20 hours for the new processor to download the movie. This is where the new processor is working alone without help from the original processor.

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Side note: downloading a movie really depends on internet speed rather than processor speed.

How many solutions does this system have?
-x + 2y = 16
4x - 8y = -64​

Answers

Infinite number of solutions
Multiply first equation by -4
You would get the same equation as the second one