We already have our first value **3** and the second value **10**. Let's assume the unknown value is **Y** which answer we will find out.

As we have all the required values we need, Now we can put them in a simple mathematical formula as below:

STEP 1 3 = 10% × Y

STEP 2 3 = 10100× Y

Multiplying both sides by 100 and dividing both sides of the equation by 10 we will arrive at:

STEP 3 Y = 3 × 10010

STEP 4 Y = 3 × 100 ÷ 10

STEP 5 Y = 30

Finally, we have found the value of Y which is 30 and that is our answer.

You can easily calculate **3 is 10 percent of what number** by using any regular calculator, simply enter **3 × 100 ÷ 10** and you will get your answer which is **30**

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Here is a Percentage Calculator to solve similar calculations such as 3 is 10 percent of what number. You can solve this type of calculation with your values by entering them into the calculator's fields, and click *'Calculate'* to get the result and explanation.

**Question:** Your friend has a bag of marbles, and he tells you that 10 percent of the marbles are red. If there are 3 red marbles. How many marbles does he have altogether?

**Answer:** 30 marbles.

**How To:** In this problem, we know that the Percent is 10, and we are also told that the Part of the marbles is red, so we know that the Part is 3.

So, that means that it must be the Total that's missing. Here is the way to figure out what the Total is:

PartTotal = Percent100

By using a simple algebra we can re-arrange our Percent equation like this:

Part × 100Percent = Total

If we take the "Part" and multiply it by 100, and then we divide that by the "Percent", we will get the "Total".

Let's try it out on our problem about the marbles, that's very simple and it's just two steps! We know that the "Part" (red marbles) is 3.

So step one is to just multiply that Part by 100.

3 × 100 = 300

In step two, we take that 300 and divide it by the "Percent", which we are told is 10.

So, 300 divided by 10 = 30

And that means that the total number of marbles is 30.

**Question:** A high school marching band has 3 flute players, If 10 percent of the band members play the flute, then how many members are in the band?

**Answer:** There are 30 members in the band.

**How To:** The smaller "Part" in this problem is 3 since there are 3 flute players and we are told that they make up 10 percent of the band, so the "Percent" is 10.

Again, it's the "Total" that's missing here, and to find it, we just need to follow our 2 step procedure as the previous problem.

For step one, we multiply the "Part" by 100.

3 × 100 = 300

For step two, we divide that 300 by the "Percent", which is 10.

300 divided by 10 equals 30

That means that the total number of band members is 30.

Let's assume the unknown value is **Y**

First writing it as: **100% / Y = 10% / 3**

Drop the percentage marks to simplify your calculations: **100 / Y = 10 / 3**

Multiply both sides by Y to move Y on the right side of the equation: **100 = ( 10 / 3 ) Y**

Simplifying the right side, we get: **100 = 10 Y**

Dividing both sides of the equation by 10, we will arrive at **30 = Y**

This leaves us with our final answer: **3 is 10 percent of 30**

3 is 10 percent of 30 |

3.01 is 10 percent of 30.1 |

3.02 is 10 percent of 30.2 |

3.03 is 10 percent of 30.3 |

3.04 is 10 percent of 30.4 |

3.05 is 10 percent of 30.5 |

3.06 is 10 percent of 30.6 |

3.07 is 10 percent of 30.7 |

3.08 is 10 percent of 30.8 |

3.09 is 10 percent of 30.9 |

3.1 is 10 percent of 31 |

3.11 is 10 percent of 31.1 |

3.12 is 10 percent of 31.2 |

3.13 is 10 percent of 31.3 |

3.14 is 10 percent of 31.4 |

3.15 is 10 percent of 31.5 |

3.16 is 10 percent of 31.6 |

3.17 is 10 percent of 31.7 |

3.18 is 10 percent of 31.8 |

3.19 is 10 percent of 31.9 |

3.2 is 10 percent of 32 |

3.21 is 10 percent of 32.1 |

3.22 is 10 percent of 32.2 |

3.23 is 10 percent of 32.3 |

3.24 is 10 percent of 32.4 |

3.25 is 10 percent of 32.5 |

3.26 is 10 percent of 32.6 |

3.27 is 10 percent of 32.7 |

3.28 is 10 percent of 32.8 |

3.29 is 10 percent of 32.9 |

3.3 is 10 percent of 33 |

3.31 is 10 percent of 33.1 |

3.32 is 10 percent of 33.2 |

3.33 is 10 percent of 33.3 |

3.34 is 10 percent of 33.4 |

3.35 is 10 percent of 33.5 |

3.36 is 10 percent of 33.6 |

3.37 is 10 percent of 33.7 |

3.38 is 10 percent of 33.8 |

3.39 is 10 percent of 33.9 |

3.4 is 10 percent of 34 |

3.41 is 10 percent of 34.1 |

3.42 is 10 percent of 34.2 |

3.43 is 10 percent of 34.3 |

3.44 is 10 percent of 34.4 |

3.45 is 10 percent of 34.5 |

3.46 is 10 percent of 34.6 |

3.47 is 10 percent of 34.7 |

3.48 is 10 percent of 34.8 |

3.49 is 10 percent of 34.9 |

3.5 is 10 percent of 35 |

3.51 is 10 percent of 35.1 |

3.52 is 10 percent of 35.2 |

3.53 is 10 percent of 35.3 |

3.54 is 10 percent of 35.4 |

3.55 is 10 percent of 35.5 |

3.56 is 10 percent of 35.6 |

3.57 is 10 percent of 35.7 |

3.58 is 10 percent of 35.8 |

3.59 is 10 percent of 35.9 |

3.6 is 10 percent of 36 |

3.61 is 10 percent of 36.1 |

3.62 is 10 percent of 36.2 |

3.63 is 10 percent of 36.3 |

3.64 is 10 percent of 36.4 |

3.65 is 10 percent of 36.5 |

3.66 is 10 percent of 36.6 |

3.67 is 10 percent of 36.7 |

3.68 is 10 percent of 36.8 |

3.69 is 10 percent of 36.9 |

3.7 is 10 percent of 37 |

3.71 is 10 percent of 37.1 |

3.72 is 10 percent of 37.2 |

3.73 is 10 percent of 37.3 |

3.74 is 10 percent of 37.4 |

3.75 is 10 percent of 37.5 |

3.76 is 10 percent of 37.6 |

3.77 is 10 percent of 37.7 |

3.78 is 10 percent of 37.8 |

3.79 is 10 percent of 37.9 |

3.8 is 10 percent of 38 |

3.81 is 10 percent of 38.1 |

3.82 is 10 percent of 38.2 |

3.83 is 10 percent of 38.3 |

3.84 is 10 percent of 38.4 |

3.85 is 10 percent of 38.5 |

3.86 is 10 percent of 38.6 |

3.87 is 10 percent of 38.7 |

3.88 is 10 percent of 38.8 |

3.89 is 10 percent of 38.9 |

3.9 is 10 percent of 39 |

3.91 is 10 percent of 39.1 |

3.92 is 10 percent of 39.2 |

3.93 is 10 percent of 39.3 |

3.94 is 10 percent of 39.4 |

3.95 is 10 percent of 39.5 |

3.96 is 10 percent of 39.6 |

3.97 is 10 percent of 39.7 |

3.98 is 10 percent of 39.8 |

3.99 is 10 percent of 39.9 |