Answer: 26 people
Step-by-step explanation: For the boys, there are 40 boys and only 35% of them are wearing sunglasses. To find how many boys are wearing sunglasses, you have to find 35% of 40. 0.35 • 40 is 14. So 14 boys are wearing sunglasses. Now for the girls, there are 20 girls and 60% of them are wearing sunglasses. So, you find 60% of 20. 0.6 • 20 is 12. 12 girls are wearing sunglasses. However, since we want to know how many people are wearing sunglasses altogether, we need to add up the number of boys that are wearing sunglasses to the number of girls that are wearing sunglasses. 14 boys + 12 girls = 26.
So your final answer is: 26 people are wearing sunglasses altogether.
**Hope this helps (I tried)**
Simply divide the price by the number of ounces to get the price per oz.
$1.39 ÷ 12 = about $.1158 cents per oz
$2.79 = 24 = about $.11625 cents per oz.
By a very small amount the $1.39 bottle is a better deal.
You could also think that $1.39 for 12 oz is $2.78 for 24 (I doubled both numbers)
$2.78 for 24oz is a drop cheaper than $2.79 for 24 oz so $1.39 is a slightly better buy.
Domain are all the possible x values of a function. When you look at a cosine graph you can see that it goes on into infinity in the x or horizontal direction. This means that all x values are included in cosine. Because of this the domain is:
all real numbers
or
(-∞,∞)
^^^ It can be written both ways
Hope this helped! Let me know if there is anything else I can do!
Answer:
39.34 juniors and 30.1 seniors
The measures of angles determined using the angle addition postulate and the angle bisector theorem are:
<h2>1.
</h2><h2>2.
</h2><h2>3.
</h2><h2>4.
</h2><h2>5.
</h2><h2>6.
</h2><h2>7.
</h2><h2>8.
</h2>
<em>1. Find </em>
(<em>angle addition postulate</em>)
Substitute
2. <em>Find </em>
(angle addition postulate)
Substitute
<em>3. Find </em>
(<em>angle addition postulate)</em>
Substitute
Subtract 46 from both sides
<em>4. Find </em>
<em> (angle addition postulate)</em>
Substitute
Subtract 140 from both sides
<em>5. Find x</em>
<em> (Angle addition postulate)</em>
Substitute
Add like terms and solve for x
<em>6. Find x</em>
<em> (Angle addition postulate)</em>
Substitute
Add like terms and solve for x
<em>7. Find </em>
- First, create an equation to find the value of x.
(angle addition postulate)
Add like terms and solve for x
Plug in the value of x
<em>8. Find </em>
- First, create an equation to find the value of x.
(angle addition postulate)
Add like terms and solve for x
Plug in the value of x
<em><u>The answers are:</u></em>
1.
2.
3.
4.
5.
6.
7.
8.
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brainly.com/question/24529637