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wbrandi118
29.08.2019 •
Mathematics
Achemist measures the mass of a substance before transferring it to a microscope slide.
which measure is most likely the measure she recorded?
5 g
5 kg
4.56 mg
4.56 kg
Solved
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Ответ:
it's 'standard'
Ответ:
Dimensions of cylinder must be multiplied by a factor of
, to give a similar cylinder and reduce the volume by 208
.
Step-by-step explanation:
Here we have , A cylinder has a volume of 216
. By what factor must the dimension of the cylinder be multiplied to give a similar cylinder and reduce the volume by 208
. Let's find out:
We know that Volume of cylinder =![\pi r^2h](/tpl/images/0585/8659/b8c9e.png)
Now , Similar cylinder means dimensions are in same ratio . According to question initial volume is 216
i.e.
⇒![V =216 = \pi r^2h](/tpl/images/0585/8659/0f55a.png)
Now , the volume is reduced by 208
, So new volume is :
⇒![V_1=216-208](/tpl/images/0585/8659/6724f.png)
⇒![V_1=8=\pi r_1^2h_1](/tpl/images/0585/8659/1f395.png)
Here ,![\frac{V}{V_1} = \frac{r^2h}{r_1^2h_1}](/tpl/images/0585/8659/94e04.png)
⇒![\frac{216}{8} = \frac{r^2h}{r_1^2h_1}](/tpl/images/0585/8659/9fc51.png)
⇒![27= \frac{r^2h}{r_1^2h_1}](/tpl/images/0585/8659/14b7c.png)
⇒![r_1^2h_1= \frac{r^2h}{27}](/tpl/images/0585/8659/67b5f.png)
⇒![r_1^2h_1= (\frac{r}{3})^2\frac{h}{3}](/tpl/images/0585/8659/94483.png)
Therefore , Dimensions of cylinder must be multiplied by a factor of
, to give a similar cylinder and reduce the volume by 208 ![cm^3](/tpl/images/0585/8659/75687.png)