Answer:
8.8
I don't see that choice in this picture so I hope that those are not all the choices
Step-by-step explanation:
Lets find all the angles first, that highlighted red square means that angle is a right angle, also known as 90 degrees, and the missing angle will be represented with b, also a triangle equals 180 degrees:
48 + 90 + b = 180
138 + b = 180
b = 42
So the missing angle is 42. If u didn't know, how wide an angle is effects the length of the side that it's facing. So because one of the angle is 48 degrees, the length of the side facing it is 10. So we needed to find the missing angle first to determine x, which we already did. So lets find the scale factor, we're dividing 42 with 48:
42/48 = 7/8
Now multiply 7/8 with 10:
10(7/8) = 70/8 = 8.75 = 8.8
The large triangle is isosceles, so that the two smaller triangles that appear inside the large one have bases of 12/2, or 6.
Let's see how x and y are related:
sin 60 degrees = opp/hyp = x/y = sqrt(3) / 2
and cos 60 degrees = adj/hyp = 1/2 = 6 / y. Then y = 12 (which should be no surprise, since the large triangle is equilateral).
Then: x/y = sqrt(3) / 2, or
x sqrt(3) x
---- = ----------- = ------ , so that 2x = 12sqrt(3), or x=6sqrt(3).
y 2 12
In summary,
x = 6√3
y=12
Answer:
The corresponding element is 44 3/5
Step-by-step explanation:
Here, we want to calculate the f(x) value given the x value
what we simply do is to substitute 8 for x
we have this as;
f(8) = 6(8) - 17/5
f(8) = 48-17/5
f(8) = (5(48) - 17)/5
f(8) = 223/5 = 44 3/5
The maximum number of calories per day that should come from simple sugars is 847.5 calories.
<h3>What number calories should come from simple sugars?</h3><h3 />
A nutritionist recommends that an adult of 175 pounds should not take more than 30% of their daily recommended calories from simple sugars.
This means that the maximum number of calories from simple sugars should be:
= 30% x 2,825
= 847.5 calories
Find out more on daily calorie intake at brainly.com/question/21173058
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Answer:
To find the radius..just divide them by two
For the diameter multiply by two
Circumference formula is
