15.47x 0.0852/(254)1/3
let me get out my calculator ...
No, wait , why don't you get out your calculator?
Well, aren't you asking for a mathematical circus act! Let's break this down step by step.
First, we have 15.47 multiplied by 0.0852. That gives us 1.3193344.
Next, we have to divide that result by the cube root of 254. Now, I don't know about you, but I've never been a huge fan of cube roots. They always make me feel a bit square.
But fear not! I have my trusty calculator right here. After punching in 254 and taking the cube root, I get approximately 6.3706.
Now, we can finally put it all together. Taking our previous result of 1.3193344 and dividing it by 6.3706, we get around 0.207.
So, after all that math, the answer to 15.47 times 0.0852 divided by the cube root of 254 is approximately 0.207. Ta-daa!
To solve this expression step-by-step, let's break it down:
Step 1: Perform the division
15.47 x 0.0852 = 1.319144
Step 2: Compute the cube root
1/3 represents the cube root of the result obtained from Step 1, which is 1.319144.
The cube root of 1.319144 is 1.06709398060.
Therefore, 15.47 x 0.0852 / (254)^(1/3) = 1.06709398060
To solve this expression, we need to follow the order of operations (PEMDAS/BODMAS).
First, we'll calculate the value inside the parentheses:
(254)^(1/3)
To find the cube root of 254, we raise 254 to the power of (1/3).
Using a calculator, we find that (254)^(1/3) ≈ 6.334
Now we can substitute this result back into the original expression:
15.47 x 0.0852 / 6.334
Next, we multiply 15.47 by 0.0852:
15.47 x 0.0852 = 1.3176544
Finally, we divide this result by 6.334:
1.3176544 / 6.334 ≈ 0.2078
Therefore, 15.47x 0.0852/(254)^(1/3) is approximately equal to 0.2078.