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# What r 3 equivelent fractions for 6?

Updated: 4/28/2022

Wiki User

14y ago

6/1 ( the fraction we need the equivelents of ) the answers : 12/2 18/3 24/4 30/5 36/6

Wiki User

14y ago

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Q: What r 3 equivelent fractions for 6?
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3 R 3

### How do you add similar proper fraction?

Two fractions are similar if they have the same denominator.So if p/r and q/r are two such fractions, then p/r + q/r = (p+q)/r.

### Evaluate pq - r when p equals 3 q equals 4 and r equals -6?

pq-r, if p is 3, q is 4, and r is -6 is equal to 3 x 4 - (-6), which is equal to 12 + 6, which is equal to 18.

### What is the volume of a cube with a side length of 6 meters and a hemisphere with diameter of 6 meters?

Cube: 216 m^3 Volume of cube=s^3 s=6 6^3=216 Hemisphere: 18pi m^3 ~ 56.5486678 m^3 sphere: (4/3)pi(r^3) hemisphere: ((4/3)pi(r^3))/2=(4/6)pi(r^2)=(2/3)pi(r^3) d=6 r=3 (2/3)pi(3^3)=(2/3)pi(27)=(54/3)pi=18pi

### What is the volume of a hemisphere with a diameter of 6 meters?

18pi m^3 ~ 56.5486678 m^3 sphere: (4/3)pi(r^3) hemisphere: ((4/3)pi(r^3))/2=(4/6)pi(r^2)=(2/3)pi(r^3) d=6 r=3 (2/3)pi(3^3)=(2/3)pi(27)=(54/3)pi=18pi

### How do you do mixed fractions?

The mixed fraction PQ/R = (P*R + Q)/R

### Area of a 6 inch diameter piston?

A = pi * r^2 r = d/2 r = 6/2 r = 3 A = pi * 3^2 A = 9pi A = 28.27in^2

### How would you prove that the surface area of a sphere when divided by its volume is always equal to 3 over its radius giving examples?

Area = 4*pi*radius2 and volume = 4/3*pi*radius3 And: 4*pi*r*r divided by 4/3*pi*r*r*r =&gt; 3*4*pi*r*r/4*pi*r*r*r Then by cancelling it becomes: 3/r Check: If radius is 6 then it is 3/6 or 1/2 Check: If radius is 0.5 then it is 3/0.5 or 6 Check: If radius is 11 then it is 3/11

### Are you able to divide 3 fractions instead of 2?

Yes. a/b / u/v / r/s = (a*v)/(b*u) / r/s = (a * v * s) / (b * u * r)

### How do you simply mixed fractions?

The mixed fraction PQ/R = (P*R + Q)/R

3 r 6.

### How do you divide 13 into 435?

3 3 r 6 or 33 6/1313) 4353945396