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Digiron [165]
3 years ago
15

Plz answer I will mark brainliest Do the 12th and 13th one

Mathematics
1 answer:
vichka [17]3 years ago
3 0

Answer:

Step-by-step explanation:

Important note about this question

The diagram above shows a lot of angles

There is corresponding angles which is called the F angles and corresponding angles are equal

There is also alternative angle which is called the Z angles and alternative angles are also equal.

There is also vertically opposite angles which are also equals.....

Sum of angle at a point is 360°

Sum of angle on a straight line is 180°

11. To get angle angle "a" is vertically opposite to the 55°

Then, a=55°

Sum of angle "a" and "d" form a supplementary angle

Then a+d=180

Then, d=180-a

d=180-55

d=125°

c and d also makes a supplementary angles

c+d=180

c=180-d

c=180-125

c=55°

Also, c and b form complimentary angle

Then c+b=180

b=180-c

b=180-55

b=125°

c=d=55°, a=b=125°

13. Simple interest is given as

S.I=PRT/100

Where,

S.I is simple interest

P is the principal

R is the rate in %

And T is the time in years

Given that

S.I=?

T=2years

R=6%

Amount =Rs 5000

Note, Amount = P+S.I

5000=P+S.I

Then make P subject of formula

P=5000-S.I

S.I=PRT/100

S.I=(5000-S.I)×6×2/100

Cross multiple by 100

100S.I=(5000-S.I)12

100S.I=60,000-12S.I

100S.I+12S.I=60,000

112S.I=60,000

S.I=60,000/112

S.I= Rs 535.714

Then, the simple interest is

Rs 535.7

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Answer:

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  A.  y = 2.49x^2 +7.29x +3.57 . . . . . best model of the choices offered

Step-by-step explanation:

None of the offered choices is very good, and the best of them is only the best by a relatively small amount. The exponential models cannot have been developed using any reasonable approach to model building. So, you have to figure out how to assess these models when none of them has much relation to the given data.

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The multiplier of the exponential part is its value when x=0. We've estimated that to be 8-6 = 2. This gives an exponential model that looks like ...

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<em>Comparison of our estimated model to the offered choices</em>

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The base of selection C is about 5 times as great as needed, so it will vastly overestimate any points for x ≥ 1. It gives by far the worst fit of all of these choices.

The choice with the largest reasonable base is B, but it gives values for y that are less than any of those listed. As a consequence, its error is higher than necessary.

The remaining choice D gives a curve that is less than data points at the ends of the table and greater than the data values in the middle of the table. Of the offered exponential models, it has the least overall error. (You might pick choice D simply because it uses the same numbers as in choice C, but puts those numbers in places that make the function a better fit.)

_____

<em>Graphing calculator results</em>

If you ask a graphing calculator to give you an exponential model for these data, you can get either of ...

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<em>Comment on the attachment</em>

The black and red curves correspond to the first two answer choices. The functions associated with the other colors are shown at the left. The green points are those given in the problem statement.

The "total" numbers are the total squared error of each of the functions. Smaller errors mean the function is a better fit to the data.

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