Volume Of Spherical Balloon Formula

The book Vr (in cubic meters) of a spherical airship with radius r meters is given by =Vr43πr3. The radius Wt (in meters) afte

r t seconds is given by =Wt+7t3. Write a formula for the book Mt (in cubic meters) of the balloon after t seconds. Information technology is not necessary to simplify.

i answer:

7 0

Answer:

$M_t=\frac{1372}{27}\pi t^9$

Step-by-step explanation:

Nosotros are given that Volume of spherical balloon in cubic meters

$V_r=\frac{4}{3}\pir^3$

We have to find the value of volume of the balloon later on t seconds.

Nosotros are given that radius of spherical balloon later t seconds

$W_t=7t^3$

Substitute the value then we get

$M_t=\frac{4}{3}\pi(7t^3)^3$

$M_t=\frac{1372}{27}\pi t^9$

Hence, the book of spherical balloon is given past the formula

$M_t=\frac{1372}{27}\pi t^9$

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Reply:430.ii

Step-by-stride caption:

Answer: 45

Step-by-step explanation:

Past factor method,

iii = ane, three

9= 3, 3

15= 3, 5

LCM= 3*3*five

=45

The reply is C and if y'all demand help on more lmk

At that place is no whole number for part of one. There is a decimal. ix/10 converts to 0.xc

And so Thomas is 7 and Lauren is 13

Look at the square less than 62.. ok then 7 is 49

62-49 is xiii

absurd, lets guess and bank check

13 squared is 169 + 7 is 176

and then we know we are right :)