Simplify the expression. 3 square root 5/64

Answers

Answer 1
Answer: 3\sqrt(5)/(64)=3(\sqrt5)/(√(64))=(3\sqrt5)/(8)

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16. At a certain university the student to teacher ratio is 16:1. If there are 2,000 students enrolled, how many teachers must be employed to maintain this ratio?A. 200
B. 28,000
C. 125
D. 215

Answers

The correct answer is:

C. 125

Explanation:

The student to teacher ratio is 16:1.  This can also be written as 16/1.

We can use this to write a proportion and solve for the amount of teachers required.  We know that the total number of students is 2000, and the amount of teachers unknown; this gives us the ratio 2000/x.  This gives us the proportion

16/1 = 2000/x

Cross multiplying, we have

16(x) = 1(2000)

16x = 2000

Divide both sides by 16:

16x/16 = 2000/16

x = 125

Each student wrote a two step equation. peter wrote the equation 4x - 2 =10, and andres wrote the equation 16x - 8 = 40. the teacher looked at their equations and asked them to compare them. describe one way in which the equations are similar

Answers

4x-2=10
answer is 3
16x-8=40
answer is 2
they are all even numbers. it is all divisible.by 4
I think

Use a calculator to work out
63,789 + 72,983 - 49,367
Give your answer to 2 s.f.

Answers

Answer:

87405

Step-by-step explanation:

Y is eleven times the value of x.

The equation is y =____

Answers

Answer:

Your answer will be y = 11x

The same thing as multiplying 11 by x

Or you could say y = 11*x

Hope this comes to help someone! :)

Using the associative property of multiplication, which expression is equivalent to 4(7x)?A. 7(4x)

B. 28x

C. (4.7)x

D. 4(7+x)

Answers

Answer is choice A. The parentheses were moved while keeping the numbers and operation the same.

Solve the following equations graphically. Verify the solution sets using the original equations.a. |x| = x2

Answers

Answer: x = 0 or x = 1

Step-by-step explanation:

The graphic solution is attached.

Verifying the solution

|x| = x²

x = -x²                                 or   x = x²

x does not exist                       x = 1 or x = 0

because x² is always +