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Translate the following statement into formula of variation.
1. The Radius varies inversely to radius
2. the variable F inversely proportional to variable L
3. The variable D varies inversely as the cube root of P
4. the volume is inversely proportional to its temperature
5. the area of circles is inversely proportional to the square of its radius
6. if y varies inversely as the cube root of x​

Sagot :

MARICELVIDANESIN

Answer:

p=ka

a = kba=kb

r = \frac{k}{t}r=

t

k

v = kw^{2}v=kw

2

x = \frac{k}{ \sqrt{z} }x=

z

k

m = \frac{k}{n^{3} }m=

n

3

k

b = khb=kh

x = \frac{k}{y^{2} }x=

y

2

k

d = \frac{k}{?}d=

?

k

m = k ?^{2}m=k?

2

(The given in number 9 and 10 is incomplete so it means that my answer is incomplete to.)

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