<span>They are both functions of the cube of the radius or even the cube of the diameter for that matter, since one is a linear function of the other.
V=(4/3) pi r^3
If you do volumes of both, the (4/3) and the pi cancel
Do ratios of r^3 Thats just an example</span>
Answer:
what’s the inequality? I only see the value of 20
Explanation:
Answer:
This experiment is like throwing 3 balls independently at random into 3 boxes labeled 1, 2, 3.
The probability that the number 105 can be formed, with rearrengement if necessary, is 0.006
Step-by-step explanation:
The probability that a 105 (in that order) happens is equal to the probability of any other arrangement of 105 (in fact, every number is equally likely to be selected without rearrangement).
The total amount of rearrengements for 105 is 3! = 6 (the first digit can be anyone from 1, 0 or 5, for the second one we have only 2 possibilities and from the third one only one). The probability for a specific rearrengement to be picked is (1/10)³ = 1/1000, because we only have 1 favourable case over 10 for each of the 3 digits, and we need the 3 to be favourable, thus we need to power 1/10 by 3.
Therefore, the probability that a rearrengement of 105 is obtained is 6* 1/1000 = 3/500 = 0.006.
Answer:
Then the distances on Alysson's map between Mumbai and Bangalore and Delhi should be proportional to this ratio:
Step-by-step explanation:
This question talks about scale, and ratio
Organizing data:
Mumbai: from Bangalore
Mumbai is km from Delhi
Since the distances between the cities are proportional, then let's find out the ratio dividing both distances Mumbai to Bangalore over Mumbai to Delhi.
if the first shape is 8 and the and the other one is 6 and blank. since u took 2 from the 8 u have to take 2 from the three so x=1