80.55
5 rounds up so 80.6 is 80.55 rounded to the nearest tenth.
The perimeter of the television screen (in inches) is 129 inches.
Given that a television screen in the shape of a rectangle has a length of 40 inches and breadth
.
Perimeter of rectangle=2(length of rectangle+ bredth of rectangle)
Here the TV screen is the shape of rectangle
Therefore Perimeter of TV screen=perimeter of rectangle
Given the the length of TV screen=40 inches
The bredth of the TV screen=
.
Perimeter of TV screen=2(40 inches +
)
Perimeter of TV screen=(80+49) inches
Perimeter of TV screen= 129 inches
Therefore,The perimeter of the television screen (in inches) is 129 inches.
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Answer:
Step-by-step explanation:
{4, 5}
{ - 1, - 7 }
{ 0, 5/7 }
{ - 1/3 , 2/5 }
Answer:
$5903.39
Step-by-step explanation:
This can be solve using compound interest formula. The formula is:

Where
F is the future amount (what we are looking for)
P is the present amount (which is 4800)
r is the rate of compound interest per year, in decimal (3% per year, 3/100 = 0.03)
t is the time in years ( t = 7)
Now we substitute these values into the formula and find F:

So, Colin would have $5903.39 after 7 years, in his account.
Answer:
Step-by-step explanation:
Slope is the rise (y) over the run (x) between 2 points on a graph. This means that from one point go up (or down) first, then count over from that first point right (or left). A positive number on top indicates "up" and a negative number on top indicates "down"; a positive number on bottom indicates "right" while a negative number on bottom indicates "left". Keep in mind the following:

It doesn't matter where you "put" the negative, your slope will come out correct as long as you are moving from one point to the other correctly.
Our given slope is 4/5. They are both positive, so that means from the red point on the left ("read" a graph from left to right, just like you're reading this) we will go up 4 units. From where we "land" we will go right 5 units. As you can see, the only graph that lands on the red dot on the right when we follow that slope is the second one.