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Chapter 6
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01:09
If the above circle graph …
02:13
Suppose that the ticket sa…
00:38
On a circle of radius $10 …
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Find the central angle (to…
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In a circle with a 10 -ft …
04:01
Refer to the following fig…
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Find the measure of centra…
00:39
Find the measure (in degre…
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Fill in the blank.One …
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Using the given axes, draw…
Yes, this one says, assumed that in twenty ten the sails off Lotto were discontinued and the dollar value of the sales of all other games increased by ten percent compared to in two thousand the year two thousand nine. If a new circle Graff was created to reflect with that letter ticket sales in two thousand ten, which of the following would be closest to the degree measure of central angle of the sector representing instant games? Okay, so let's go out and try to make a new circle. Okay, So if we know the Lotto is goingto go away, that means now instead of five different options, we've got for instant other three digit and four digit and so then first. Because we know that that goes away. We know that I'm the total out of the thirty five point five billion. We're going to get rid of the Lotto's amount, which is ten billion that we know the total is gonna be twenty five point five billion. Okay, so now have their Each of the remaining games had a ten percent increase, which means that in twenty ton we're going to take that new value to twenty five point five and, ah, increase that by ten percent, which means we're doing one plus ten percent. So one point one and then that should give us twenty eight point oh, five billion. So then, from here, we know that in twenty ten, the instant games was ten percent higher, which means that we can take that fourteen point two of the instant sales of ah twenty two thousand nine and it has ten percent increase. So we're going to multiply that by one point one again, and that should give us fifteen point six two. So we know it's going to be fifteen point six two now. Twenty ten. Okay, so then, if you want to know the percent, that would give us fifteen point six two, divided by the total, which is twenty eight point o five, which gives us roughly about fifty five point seven percent. But we know we're looking for a degree of a sector. So then let's think about the total of a circle so we know the total angle First circle is going to be three hundred sixty, which means if this is going to be fifty five point seven percent of the circle. That's going to be about fifty five point seven percent of three hundred sixty. Then we can take three hundred sixty and multiply that by fifty five point seven percent, represented as a decimal, which is this. And then that should give us roughly about two hundred. So we know that D is our answer.
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