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Sav [38]
3 years ago
5

If a central angle measures 54°, how would you find the intercepted arc created by the angle?

Mathematics
1 answer:
makvit [3.9K]3 years ago
7 0

Answer:

66 degrees

Step-by-step explanation:

1+2+3

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Heather winning, so the probability that Isabelle will win is : 1 whole right ? 

16/81 = 65 over 81
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A certain culture of year increases by 50% every three hours. A scientist places 9 grams of yeast in a culture dish. Write the e
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Answer: a) Explicit formula :f(x)=9(1.5)^{3x}

b) Recursive formula : f(x)=9(1.5)^{3x} and f(x+1)=f(x)\times 1.5^3

Step-by-step explanation:

Since we have given that

Number of grams of yeast in a culture dish initially = 9 grams

According to question, a certain culture of year increases by 50 % every three hours.

So, the explicit formula will be

f(x)=9(1+\frac{50}{100})^{3x}\\\\f(x)=9(1+0.5)^{3x}\\\\f(x)=9(1.5)^{3x}

And the recursive formula will be

f(x)=9(1.5)^{3x}\\\\f(x+1)=9(1.5)^{3(x+1)}\\\\f(x+1)=9(1.5)^{3x+3}\\\\f(x+1)=9(1.5)^{3x}.(1.5)^3\\\\f(x+1)=f(x)\times 1.5^3

Hence, a) Explicit formula : f(x)=9(1.5)^{3x}

b) Recursive formula :f(x)=9(1.5)^{3x} and  f(x+1)=f(x)\times 1.5^3

6 0
3 years ago
3s-3=12<br><br> PLZ HELP LIKE REALLY
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Answer:

S=5

Step-by-step explanation:

Add 3 to the other side. That would make it 15, then divide 15 by 3. S= 5

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For every 6 students who purchase a bag of M&amp;M’s, there are 5 students who purchase a pack of gum. Use M for the number of s
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We are given a relation between the numbers of students in two different groups. That relation can be used to write an equation.

<h3>Groups who bought M&Ms</h3>

If we consider M&M buyers to be 6 in a group, then the number of those groups is ...

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<h3>Groups who bought gum</h3>

Similarly, the number of groups who bought gum will be ...

  G/5

where there are 5 gum-buyers in each group.

<h3>Equation</h3>

The problem statement tells us that for each group of one kind, there is a matching group of the other kind. That is, the numbers of groups are equal:

  M/6 = G/5

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An art studio holds beginners art classes. Each class costs $24 and there is also a one-time registration fee of $15 . You atten
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