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There is no answer to this question that is not a tautology. -=-=- Here is one: Because

**1**/9 is the same as 0.**1*** 10/9 and 10/9 = 1+**1**/9 This implies that this phrase is recursive, and can be nested infinitely and indefinitely I...2 Answers · Science & Mathematics · 07/02/2013

you are basically asking if

**1**.**99**= 2. Well**1**.**99**≠ 2. The only thing**1**.**99**will ever equal is...5 Answers · Science & Mathematics · 22/05/2012

any number will

**do**2x +**1**=**99**999 999 999 999 999 2x +**1**=**99**999 999 999 999 998 x = 49 999 999 999...3 Answers · Science & Mathematics · 10/01/2013

The graph of y(x) = |x| is basically a graph of y(x) = x and y(x) = -x since absolute value monomial functions look like V's, because the vertical coordinate of every point must be positive. You probably know that (

**1**/ 0.**99**) = ~**1**.0101 which is nearly**1**, so ... k(p) = x^(**1**/0.**99**) = ~ x^(**1**.0101) = ~ x^(**1**...4 Answers · Science & Mathematics · 20/08/2016

1.) mean is the average, so this is what you

**do**: (.16+**1**.**99**+(5x9.79))/7 = 7.3 So the answer is...: 100-3=97-3=94-3=91, so now all we have to**do**is subtract 3x8=24 from 100, 100-24=76, Therefore...6 Answers · Science & Mathematics · 08/01/2009

Average=(1st term+last term)/2 (

**1**+**99**)/2=502 Answers · Science & Mathematics · 11/12/2012

You cross out the 4 and make it a 3, and make the

**1**an 11.5 Answers · Science & Mathematics · 23/09/2007

(i) We need to show that R is reflexive, symmertic, and transitivie on S. Reflexive: We need to show that (a, a) is in R for all a in S. Let a be in S. Clearly, any number x divides 0 since x * 0 = 0...

2 Answers · Science & Mathematics · 18/04/2013

... -- 1-49, 50, and 51-99. Notice that for 1-49 and 51-99, you can

**do**(**1**+**99**)+(2+98)+(3+97)+...+(49+51)...or 49*100, which is 4900. Add the...5 Answers · Science & Mathematics · 24/11/2010