Write nine hundred twenty-seven and fifteen hundredths in standard form

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Answer 1

Answer: Your answer is 927,15

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If a triangle has one angle that measures 51° and one angle that measures 39°, what kind of triangle is it?

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it is a acute triangles because the degrees are less than 90 degrees

The triangle is a acute triangle because the angles are less than 90.

John had a ratio of 3 missed shots to 4 successful free throw shots. If he maintains this ratio, how many free throws will he make if he shoots 140 free throws this season?

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Answer:

Step-by-step explanation:

3+4=7 140/7=20 4*20=80

Do the problem in the picture below!!!

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W(-4,7); X(-2,1); Y(2,1); Z(4,4)

Simplify 20 over 100

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Answer : 1/5
I hope this helped :)

20/100 simplifies down to 1 / 5.

You can divide both numerator and denominator by 20 because its the LCD of both numbers if you needed to show proof. :)

Here's a story problem...."Rita's wants to estimate the number of beans in a large jar. She takes out 100. she takes out
100 beans and marks them.

Then she returns them to the jar and mixes them with the unmarked beans. She then gathers some data by taking a sample of beans from the jar. Use her data to predict the number of beans in the jar.

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Where is the data? Show a picture if you could.

Answer:

Step-by-step explanation:

1. 16/ 2

2. 4*8=32

3. 32+32=64

4. 64-2=62

Y= 16x + 2.50

ALGEBRA! NEED HELP!~A glass prism on a chandelier is 75 millimeters long. A base of the prism is an equilateral triangle with side lengtsh of 9 millimeters and a height of about 7.8 millimeters. What is the approximate surface area of the prism?

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To find out a glass prism's surface are you should first find the, base's are. Since the base is triangle, it's are formula is : $A\quad =\quad \frac { h.b }{ 2 }$ (which h is height and b is base length). $A\quad =\quad \frac { 7,8.9 }{ 2 } \n A=\quad \frac { 70,2 }{ 2 } \n A=\quad 35,1$ since there are two triangle's their total area will be 70.2 To find the remaining surface's are multiply the perimeter of the base with the length. $perimeter\quad =\quad 9\cdot 3=27\n 27\cdot 75=2025$ then sum the total surface : 70,2 + 2025 = 2095,2

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