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a word

The abstract science of number, quantity, and space, either as abstract concepts ( pure mathematics ), or as applied to other disciplines such as physics and engineering ( applied mathematics ).

Could you help me with just a few more?

it was a test from God to see if our Faith was strong

Area  =    35 * 38   =  1330  in^2

Not sure how the outer circle comes into play....but....

The first circle  will have a circumference of  62.5 pi  mm .....so if there are 16 equally spaced dots each should be spaced     62.5 * pi / 16  ≈ 12.27 mm  apart

The second circle has  a circumference of    62.5 * 2 * pi  mm  = 125 pi mm .....with 46 equally spaced dots each should  be spaced    125 pi / 46 ≈ 8.537 mm apart

The last circle will have a circumference of   62.5 * 3 * pi  =  187.5 pi  mm .....61 equally spaced dots should be spaced  187.5 pi / 61  ≈  9.657 mm  apart

Phychosocial by Slipknot. Great lullaby

Change of plan, i'm very sorry.

I need the same but in the rings are x(5) from the center the rest is still the same.

Just because God let this happen to her dog doesnt mean he did it for a purrpose or a plan to make her see that God has a plan and he works things out

I figured 1.25 for ring 1.

1.7 for ring 2

and 1.93 for ring 3?

Please tell me if i am mistaken

Well, if you asked god to heal your dog then why did you need to take him the vet hospital?

If god protects you and your dog then why did god let your dog get sick in the first place?

Not much of a god it seems.

First question.

#3,500,000 = (3,500,000/420)Euro = 25000/3 Euro <-- here we use exact value for a more exact answer.

25000/3 Euro = 25000/(3*0.00020509) Kringles = 40632567.8157556844962374 Kringles 

which is about 40 million kringles or 0.406 tbc

Second question.

Get yourself an easier case first.

Now if kringle = 1 Euro, then kringle = 1 * 420 * naira.

And if kringle = 2 Euro, then kringle = 1/2 * 420 * naira.

So if kringle = 0.00020509 Euro, then kringle = 420/0.00020509 naira.

Don't mention some dams when it is not relevant or people think that you say bad words.

Use the division button as the fraction button.

Definition:

\(a\div b = \dfrac{a}{b}\)

\(x^{0.926628408}=10\\ 0.926628408\log x = 1\\ \log x = \dfrac{1}{0.926628408}\\ x = \sqrt[0.926628408]{10}\)

Example:

\(\log_x(5) = \dfrac{1}{4}\\ x^{\log_x(5)}=x^{1/4}\quad\text{Unless x = 0, if you have x = 0, you did something wrong.}\\ x^{1/4}=5\\ x = 5^4 = 625 \)

OR

Gonna use the same question

\(\log_x(5)=\dfrac{1}{4}\\ \dfrac{1}{\log_5x}=\dfrac{1}{4} \quad\leftarrow \boxed{\log_ab=\dfrac{1}{\log_ba}}\\ \log_5x = 4\\ x = 5^4 = 625\)