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loris [4]
3 years ago
14

What is the work for 100 - 6x = 160 -10

Mathematics
2 answers:
nikdorinn [45]3 years ago
4 0
If you would like to solve the equation 100 - 6 * x = 160 - 10, you can calculate this using the following steps:

100 - 6 * x = 160 - 10
100 - 160 + 10 = 6 * x
- 50 = 6 * x     /6
x = - 50 / 6
x = - 25 / 3
x = - 8 1/3

The correct result would be - 8 1/3.
Darya [45]3 years ago
3 0
First you make the X by it's self so you minus 100 by each side
100-6x=160-10
- -
100 100
So the problem would be -6x=-10 then you divide each side by 6.
-6/6=1
-10/-6=60
I think you can figure it out from there. :-)
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Grant finds the difference of 360 and 127 as shown. What is Grant's
pychu [463]

Answer:

D. Grant did not regroup the 4 tens when he  subtracted 7.

Step-by-step explanation:

In the process of subtraction, regrouping is important so that each digit in the given numbers are placed appropriately before the required arithmetic operation is performed.

The correct step to Grant's solution are:

360 - 100 = 260

260 - 20 = 240

240 - 7 = 233

Grant's final answer ought to have been 233.

Going through his solution, he made a mistake while subtracting 7 from 240. He failed to regroup the 4 tens when he  subtracted 7 from 240. Thus the essence of his wrong answer.

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3 years ago
15a + 8a + 2b + 13b + 25
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Answer:

23a + 15b + 25

Step-by-step explanation:

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Matt is canoeing on Lake opeongo fighting a headwind. it takes him 2 hours to get to the lake 4km away. on the way back it takes
Mariana [72]

So Matt is canoeing on a Lake.

It took him 2 hours to get to the lake 4 kilometers away.

On the way back it takes him 90 minutes.

Now, lets say that he is canoeing at 'u' miles per hour and lets assume that the speed of the wind is 'v' miles per hour.

While he sails in opposite to the wind net speed is given by u-v.

Using the relation between distance, time, and speed we get:

u-v=\frac{4}{2} =2 kilometers per hour so we get,

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Now when he sails along the wind, the net speed is given by u+v

Now, again use the same relation as stated above we get:

u+v=\frac{4}{1.5} =2.6 (here we have converted 90 minutes into hours \frac{90}{60} =1.5)

u+v=2.6 ..............(equation 2)

Solving equation 1 and 2 we get:

u=2.3 , putting the value of 'u' in equation 1 we get v=2.6-2.3=0.3.

So the speed at which Matt is canoeing is 'u' that is 2.3 kilometers per hour and the wind is flowing at 0.3 kilometers per hour.

So Matt can canoe at 2.3 kilometers per hour without wind. And wind is slowing him down by 0.3 kilometer per hour.


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Answer:

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