Horatio hornswoggle was born: 57 B.C Horatio hornswoggle died: 16 A.D
How old was Horatio when he died?

Answers

Answer 1

Answer:

Horatio Hornswoggle was 73 years old when he died.

If calculated accurately the answer is 57+16 makes it 73

Sometimes you might see years written in the form of 2000 AD or 550 BC. AD is after the birth of Jesus Christ and BC is before Jesus Christ was born.

Some historians put the actual birth of Jesus 4 years earlier (4 BC), but it WAS thought to be exactly at 1 AD.

Answer 2

Answer: Hello

The answer is 73 years old because since B.C and A.D are two different time periods, 57+16=73, so Horatio died at 73 years old.

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tickets to the fair cost $8 for children and $15 for adults on Thursday 177 people enter the fair and they collected $2053. what number of the children and what number of adults attended?

Answers

So,

Let

number of children tickets bought = c
number of adult tickets bought = a

We can now say that
c + a = 177
8c + 15a = 2053
because if you multiply c by the cost per child and a by the cost per adult, you will get the total revenue generated by all the tickets.

We now have a system of equations which can be solved by elimination (substitution).

Subtract a from both sides of the first equation.
c = 177 - a

Substitute 177 - a for c in the second equation.
8(177 - a) + 15a = 2053

Distribute.
1416 - 8a + 15a = 2053

Collect Like Terms.
1416 + 7a = 2053

Subtract 1416 from both sides.
7a = 637

Divide both sides by 7.
a = 91

Substitute 91 for a in the first modified equation.
c = 177 - 91
c = 86

Check.

The total number of people was 86 + 91 = 177 people.

The total revenue generated was 8(86) + 15(91) = 688 + 1365 = $2053.

There were 86 children and 91 adults.

Measure and draw to show a blue crayon and a green crayon that is about 1 paper clip longer.

Answers

Well this a problem where you just draw a cray that is about 1 paperclip longer than the other.
The length of a paperclip might be about as long as your thumb if that helps!

Is -13/1 rational or irrational number

Answers

Answer:

Rational

Step-by-step explanation:

A rational number is a number that can be written as a fraction, (or is any real number, positive or negative) Irrational numbers, for example, are numbers that are decimals, but dont terminate or repeat. Such as $\pi$ and [tex] the square root of 2, 3 and 5. may i have brainliest?