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sqrt (3)  - sqrt(2) ≈ 0.3178

We  can figure this out thusly :

Let the first term = 3..... and let the common difference between terms = 4

So....the 100th term is :

3 + 4*99  =  

399

$26.00 + $23.00 = $49.00 Amount he deposited.

Let N be the amount he deposited (in dollars).......then we have

-26 + N  = 23      add 26 to both sides

N = 49

14)^−2−(5^0⋅2)⋅1^−1

0.00510204 - 1.37972966 x 1/1

= -1.37462762......

No. They will meet at the center at exactly the same time.

The 100th term =399

Hi, I am the one who wrote this post and I did not write the comment above. Just wanted to make sure you all know that that was not me. Thank you for helping me Alan!

3/5y-3+2y=5

3/5y + 2y =5 +3

0.6y + 2y =8

2.6y = 8 divide both sides by 2.6

y =8/2.6

y = 3 +1/13=40/13

I don't think the calculator has a ~, but your computer keyboard may have one on the left side. Look carefully.

10000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000

See graph:

We can write the ratio as |x - 3|/((x - 3)(x + 3))

As x → 3 from above |x - 3| is just x - 3 , so the ratio becomes 1/(x + 3) or 1/6

As x → 3 from below |x - 3| is 3 - x, so the ratio becomes -1/(x + 3) or -1/6

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None!

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What do you want to do with this?

If you are looking for a specific function, U, and frequency w, that satisfies this, then by setting w = sqrt(5) and

U(t,x) = -sin(wt)cos(x) you get:

U_tt = 5sin(wt)cos(x)  and U_xx = sin(wt)cos(x)  so that  U_tt = 4U_xx + sin(wt)cos(x)

However, you might have had something entirely different in mind!

Thank you!

Known as a googol.

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 x/7.69*10^14 = tan(1)

x = 7.69*10^14*tan(1)

If we assume the 1 means 1 radian, then we have x ≈ 1.19765*10^15

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See my reply at http://web2.0calc.com/questions/consider-the-arithmetic-sequence-presented-in-the-table-below_1#r1

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Here is my interpretation:

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10^100. That is your answer.

A​ country's people consume 7.7 billion pounds of candy​ (excluding chewing​ gum) per year. Express this quantity in terms of pounds per person per month. Note that the population of the country is 301 million. The amount of candy consumed is approximately pounds per person per month. ​(Type an integer or decimal rounded to the nearest tenth as​ needed.)

\(Specific \ consumption = \frac{7.7*10^{9} \ pounds}{year \times 301\times 10^{6}persons } \times \frac{year}{12\ months}\)  = \(\frac{ 2.1\ pounds}{month\times persons}\)