<u>Answer:</u>
If Matthew knows the volume of a rectangular prism then the height of the prism is 6 meters.
<u>Solution:</u>
Given, Matthew knows the volume of a rectangular prism is 132
And the area of the base is 22
We have to find what is the height?
Now, we know that,
volume of the rectangular prism = area of the base of the prism height of the prism.
So, substitute the given information in the above formula.
132 = 22 height of the prism.
Height of the prism =
Hence height of the prism is 6 meters.
Answer:
5:1
Step-by-step explanation:
30:6 divided by 6 is 5:1
The function represents the height of the object after t seconds is
Step-by-step explanation:
The projectile motion of an object is modeled by the function
where, v is the initial velocity of the object,
c is the initial height of the object,
t represents the time the object is in motion.
Given that v=59 ft/s and intial height is h(0)=6 ft
h(0)=6 ft
h(0)=
h(0)=c
So, c= 6
Therefore, The function represents the height of the object after t seconds is
Answer:
670,616,629mph
Step-by-step explanation:
I think this is the answer
Answer:
Step-by-step explanation:
Law of logarithm
LogAB = logA+logB
LogA/B= LogA -LogB
Also LogA^n= nLogA
So, we are going to use these three rules
Given that,
1. In(mn³/p)
Apply the division rule
Then,
In(mn³/p)= In(mn³) - In(p)
Also apply multiplication rule
In(mn³) - In(p) = In(m) + In(n³) - In(p)
Also apply the index rule
In(m) + In(n³) - In(p)
In(m) + 3In(n) - In(p)
Answer, the first option is the correct option
2. 3In(x)+2In(y)+loge(z)
Firstly loge is called natural logarithm which is also the In. Loge means In
Then, the question becomes
3In(x)+2In(y)+In(z)
Apply the rules above
First apply index rule
In(x³)+In(y²)+In(z)
Then, applying the addition rule
In(x³y²z). Answer
The second option is the correct answer