What is 941 divided by 2 equal long division

1 answer:

7 0

941 divided by 2 equals 470.5 :)
On paper, first you do 9 divided by 2, then you would get 4, and 1 remaining, then move on to the second number, which is 4, then drag down the 4 and since you had 1 remaining before, you would put the 1 in front of the number 4. Which would then equal to a number of 14. Then do 14 divided by 2, which equals 7. After that, you do 1 divided by 2. Then you would get 0, because 0 is less than 1, and it cannot go into 1. Then you would put 0. But then, comes the remainders. you then have 1 left over, so then you write a 0 after the number 941, then bring that 0 down and write the remaining 1 in front of the number 0 that you dragged down. That number would then equal to 10. then do 10 divided by 2, which then equals to 5. and instead of putting 470 REMAINDER 5. You would instead put a decimal instead of writing "Remainder" Hope I explained it thorougly enough :)

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Given △ABC. m∠A>m∠B>m∠C. Perimeter=30. Which side of △ABC may have length 7?

lisabon 2012 [21]

<u>Solution-</u>

As given in △ABC,

$m\angle A>m\angle B>m\angle C$

As from the properties of trigonometry we know that, the greater the angle is, the greater is the value of its sine. i.e

$\sin A>\sin B>\sin C$

According to the sine law,

$\frac{a}{\sin A}=\frac{b}{\sin B}=\frac{c}{\sin C}$

In order to make the ratio same, even though m∠A>m∠B>m∠C, a must be greater than b and b must be greater than c.

$\Rightarrow a>b>c$

Also given that its perimeter is 30. Now we have to find out whose side length is 7. So we have 3 cases.

Case-1. Length of a is 7

As a must be the greatest, so b and c must be less than 7. Which leads to a condition where its perimeter won't be 30. As no 3 numbers less than 7 can add up to 30.

Case-2. Length of b is 7

As b is greater than c, so c must 6 or less than 6. But in this case the formation of triangle is impossible. Because the triangle inequality theorem states that the sum of any 2 sides of a triangle must be greater than the measure of the third side. If b is 7 and c is 6, then a must be 17. So no 2 numbers below 7 can add up to 17.

Case-3. Length of c is 7

As this is the last case, this must be true.

Therefore, by taking the aid of process of elimination, we can deduce that side c may have length 7.

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3 years ago

Find the midpoint and the distance of each line segment with the given endpoints.

faust18 [17]

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Thats the equation. You write that (the equation above) in parentheses.

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3 years ago

The rectangle is 16 inches by 25 inches. If the scale is 4 in :5 ft what is the length and width of the rectangle in feet.

Alenkasestr [34]

Answer:

The length and width of the rectangle are 20 feet and 31.25 feet, respectively.

Step-by-step explanation:

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