All Answers 355975 Answers

17C12 =6,188

2, -6, 18, -54, 162, -486, 1,458, -4,374.........etc.

The ratio is -3. Simply multiply each term by -3 to get the next term.

26460

That is a doozy of a question kilar :))

Al;so, please next time put your image link at the top where it can be readily seen :)

LOL

Get real Killar,  you want to show you how to win your game most effectively  :))

So you have any idea of the complexity here?

Do you expect to be able to sink all the b***s with just one shot ???

OR is this some kind of school project ??

e  =  a base dos logaritmos naturais

e  =  2.71828182846...

The only significant figure in 300 is the 3; therefore, there is only one significan figure.

If the zeros at the end of a number (not including decimals) are significant, they must be (somehow) indicated as significant.

The set of rational numbers includes all the whole numbers.

Rational numbers are ratios of integers (the denominator cannot be zero). Each whole number can be written in fraction form:  for example,  7  = 7/1  etc. Therefore, each whole number can be written as a ratio of integers.

The set of rational numbers includes all the integers for the reason stated above.

An outlier changes the mean (since this outlier is quite small compared to the other numbers, the mean is reduced).

An outlier does not change the median or the mode.

An outlier changes (expands) the range.

A formula for the sum of the terms of a finite arithmetic sequence is:  Sum  =  n(t₁ + t_n)/2

where  n = number of terms      t₁ = first term      t_n = n^th term (last term)

For this problem,  n = 18      t₁ = -9     t₁₈ = unknown.

So, we need to find t₁₈.

A formula for the n^th term is:  t_n  =  t₁ + (n - 1)d

where  d = common difference.

For this problem,  d = -5      n = 18.

 t_n  =  t₁ + (n - 1)d     --->      t_n  =  -9 + (18 - 1)(-5)  =  -94

Sum  =  n(t₁ + t_n)/2     --->     Sum  =  18(-9 + -94)/2     --->     Sum  =  -927

Hello MamaLlama,  I haven't seen you for ages.  Welcome back!           

(-3d2f3g)2[(-3d2f)3]2

\((-3d^2f^3g)^2[(-3d^2f)^3]^2\\ =(-3d^2f^3g)^2\quad[(-3d^2f)^3]^2\\ =((-3)^2d^{2*2}f^{3*2}g^2)\quad(-3d^2f)^{3*2}\\ =9d^{4}f^{6}g^2\qquad\qquad(-3d^2f)^6\\ =9d^{4}f^{6}g^2\qquad\qquad(-3)^6d^{2*6}f^6\\ =9d^{4}f^{6}g^2\qquad\qquad729d^{12}f^6\\ =9*729\quad d^{4+12}\quad f^{6+6}\quad g^2\\ =6561\: d^{16}\: f^{12}\:g^2\\ \)

Just your d indice is wrong    :)

There's no table of values given

8 bud its 8

206+6 = 12

A disc with a area of 171.61 square  centimeters What are its dimensions 

171.61 / Pi =54.625

sqrt(54.625) =7.39 cm - the radius of the disc.

7.39 x 2 =14.78 cm - the diameter of the disc.

14.78 x Pi =46.43 cm - the circumference of the disc.

a) Estimate its instantaneous velocity at t=1 sec using a table of values (up to two decimal places).

What does your "table of values" say when t=1?.

(b) Using part (a), what can you say about the limit limx→0sin(πx)/x = Pi

3 because -a x (-1) would equal a

If a=3

-(3) x (-1)= 3

It depends on the question, D = Density, M = Mass, and V = Volume.

To find Density: the mass divided by the volume

To find Mass: The Density times the Volume

To find Volume: The Mass divided by the Density

Find the sum of the  arithmetic sequence, 12,19,26,33....n=19

Sum=1,425

6/4 or 1 2/4 or 1 1/2

31.0062766803

Simplify the following:
(-3 d^2 f^3 g)^2 ((-3 d^2 f)^3)^2

Multiply each exponent in -3 d^2 f^3 g by 2:
(-3)^2 d^(2×2) f^(2×3) g^2 ((-3 d^2 f)^3)^2

2×3 = 6:
(-3)^2 d^(2×2) f^6 g^2 ((-3 d^2 f)^3)^2

2×2 = 4:
(-3)^2 d^4 f^6 g^2 ((-3 d^2 f)^3)^2

(-3)^2 = 9:
9 d^4 f^6 g^2 ((-3 d^2 f)^3)^2

Multiply each exponent in -3 d^2 f by 3:
9 d^4 f^6 g^2 (-3)^3 d^(3×2) f^3^2

3×2 = 6:
9 d^4 f^6 g^2 ((-3)^3 d^6 f^3)^2

(-3)^3 = (-1)^3×3^3 = -3^3:
9 d^4 f^6 g^2 (-3^3 d^6 f^3)^2

3^3 = 3×3^2:
9 d^4 f^6 g^2 (-3×3^2 d^6 f^3)^2

3^2 = 9:
9 d^4 f^6 g^2 (-3×9 d^6 f^3)^2

3×9 = 27:
9 d^4 f^6 g^2 (-27 d^6 f^3)^2

Multiply each exponent in -27 d^6 f^3 by 2:
9 d^4 f^6 g^2×(-27)^2 d^(2×6) f^(2×3)

2×3 = 6:
9×(-27)^2 d^4 f^6 g^2 d^(2×6) f^6

2×6 = 12:
9×(-27)^2 d^4 f^6 g^2 d^12 f^6
9×729 d^4 f^6 g^2 d^12 f^6

9 d^4 f^6 g^2×729 d^12 f^6 = 9 d^(4+12) f^12 g^2×729:
9×729 d^(4+12) f^12 g^2

4+12 = 16:
9×729 d^16 f^12 g^2

9×729 = 6561:
Answer: |6561 d^16 f^12 g^2