They will each spend 40.94$ but all together they spent 204.70$ Hope I helped;)
Answer:
Step-by-step explanation:
Let initial number of plants =100
Increase I year 60
Number after 1 year 160
Increase IIyear 60% 96
Number after II year 256
Increase in III year 60% 153.6
and so on
In general if t is number of years and N number of plants after n years
the expression would be
In other words, the expressions wouldbe the same as amount after t years of compound interest.
Answer:
247 = j - 285
Step-by-step explanation:
Anything that is labeled with "is" will be what the entire equation is equal to. (Also because the instructions are asking for an equation which is equal to something). Also, fewer than is the subtraction of two things. In this case it will be 285 and j. In the end the equation will be:
247 = j - 285
Hope this helped.
See the explanation
<h2>Explanation:</h2>
Rigid motions are transformations we perform on a figure in order to move it without changing the size or shape of it. They are also called <em>congruence transformations </em>because we can map one figure onto other figure so they will maintain every condition in order to be congruent.
Rigid motions are the following:
- Reflections: Here we reflect the figure across a line
- Translations: Here we move the figure either horizontally or vertically
- Rotations: Here we turn the figure either counterclockwise or clockwise.
So sequence of rigid motions could be any combination we get from the mentioned transformations. For instance:
Perform the transformation of triangle ΔABC following this sequence:
1. Translate the figure 2 units right and 4 units down
2. Reflect the figure across the x-axis
3. Rotate the figure 90 degrees in clockwise direction
<h2> Learn more:</h2>
Transformations in real-world problems: brainly.com/question/1033817
#LearnWithBrainly
Answer:
The area of the label is 36*pi in²
Step-by-step explanation:
A can of soup has a shape of a cylinder, therefore it's volume is equal to:
Volume = pi*r²*h
We need to use the formula above to find the radius of the base, because we need to calculate the lateral area of the cylinder, which is given by:
Lateral area = 2*pi*r*h
Applying the data from the problem we have:
54*pi = pi*r²*6
pi*r²*6 = 54*pi
r² = 54*pi/(pi*6)
r² = 54/6 = 9
r = sqrt(9) = 3 in
Therefore the lateral area is:
lateral area = 2*pi*(3)*(6) = 36*pi in²
