What is 3/5 estimated to nearest whole number

Answers

Answer 1
Answer: Three fifths is less than one, but since it is greater than 1/2 three fifths is nearest to one.NOT SIXTY!!!3. 60— = —5. 10060/100 is NOT bigger than one.Instead, it is close to one but a fraction.Since it is bigger than 50/100, it would be rounded to 1.Hope this helped

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Given the quadratic equation ax²-5b+4a=0, where a and b are constants has two real an equal roots,find a:b​

Answers

Answer:

Therefore either a:b = 5:4 or a:b=-5:4

Step-by-step explanation:

ax²-5bx+4a=0

Since the quadratic equation has two real root.

Then b²-4ac>0

Here a= a , b= -5b and c=4a

∴(-5b)²-4.a.4a=0

⇔25b²=16a²

⇔5b=±4a

\Leftrightarrow (a)/(b) =\pm(5)/(4)

Therefore either a:b = 5:4 or a:b=-5:4

Circle X is shown. Line segment X Y is a radius. Line segment Y Z is a tangent that intersects the circle at point Y. A line is drawn from point Z to point X and goes through a point on the circle. The length of the line segment from point X to the point on the circle is 8, and the length of the line segment from the point on the circle to point Z is 9.What must be the length of ZY in order for ZY to be tangent to circle X at point Y?

14 units
15 units
16 units
17 units

Answers

By applying Pythagorean' theorem, the length of ZY to be tangent to circle X is equal to: B. 15 units.

How to determine the length of ZY?

Since line ZY is tangent at point Y and the radius of a circle is always perpendicular to tangents, we can deduce the following points:

  • Line segment XY is perpendicular line segment ZY.
  • Triangle XYZ is a right-angled triangle.

Thus, the length of XZ is given by:

XZ = 8 + 9

XZ = 17 units.

Next, we would apply Pythagorean' theorem to find the required length of ZY:

XZ² = ZY² + XX²

17² = ZY² + 8²

ZY² = 289 - 64

ZY = √225

ZY = 15 units.

Read more on Pythagorean theorem here: brainly.com/question/23200848

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Answer:

i believe it is 15

Step-by-step explanation:

Circle X is shown. Line segment X Y is a radius. Line segment Y Z is a tangent that intersects the circle at point Y. A line is drawn from point Z to point X and goes through a point on the circle. The length of the line segment from point X to the point on the circle is 8, and the length of the line segment from the point on the circle to point Z is 9.

What must be the length of ZY in order for ZY to be tangent to circle X at point Y?

14 units

15 units    should be 15 units

16 units      NOT

17 units

Write a multiplication problem in which the product is between 0.05 and 0.75

Answers

00.57 × 0.75  that willl give you your answer
0.25*2=0.5 If you want a word problem, you could say that someone is making a four layered cake. They make two layers so far, so now they have half of the layers baked.

Simplify the expression: (x + 3)(2x - 1)A) 7x2 - 3
B) 2x2 - 7x - 3
C) 2x2 - 5x - 3
D) 2x2 + 5x - 3
first person to answer is the brainiest

Answers

Answer:

The correct option is option D) 2x² + 5x - 3

Step-by-step explanation:

Simplify the expression: (x + 3)(2x - 1)

A) 7x2 - 3

B) 2x2 - 7x - 3

C) 2x2 - 5x - 3

D) 2x2 + 5x - 3

To solve the problem given, we will follow the steps below;

(x + 3)(2x-1)

We will start by opening the parenthesis

x(2x -1) +3(2x-1)

2x² - x + 6x -3

Then we can now add the values with the same coefficient

2x² + 5x -3

Therefore, the correct option is option D) 2x² + 5x - 3

the answer for this problem is d

Can you please do 1 to 10

Answers

1) 4(x-6)<2
2) 7n+19<8
3) 3(11+x)>=15
4) 4n-12<6
5) 2n+14>=1
6) 2(x+7)>=10
7) 11n-3>9
8)8x+4<=13
9)5n+16>=9
10) 4(x+2)<14

1) 4(x-6)<2

2) 7n+19<8

3) 3(11+x)>=15

4) 4n-12<6

5) 2n+14>=1

6) 2(x+7)>=10

7) 11n-3>9

8)8x+4<=13

9)5n+16>=9

10) 4(x+2)<14

Which equation is shown on the graph? A.


y = 2x


B.


y = x – 2



C.


y = 2x + 2


D.


y = x + 2

Answers


-- As the line moves from left to right, it rises.  So you know that
its slope is positive.
(All 4 choices have positive slopes, so that doesn't help.)

-- From the place where the line crosses the x-axis to the place
where it crosses the y-axis, it moves 2 units forward and also
rises 2 units.  So you know that its slope is (2/2) = 1 .
(A. and C. both have slopes of 2, so it can't be either of those.)
(B.and D. both have slopes of 1,so it could be either of those.)

-- The line does not go through the origin.  So you know that
its y-intercept is not zero.
(A. has no y-intercept, so that can't be it.)

-- The line crosses the y-axis at y=2, so you know that its y-intercept is  2 .
(B. has y-intercept of -2, so that can't be it.)
(C. and D. both have y-intercept of 2, so it's one of those.)
(But the slope has to be 1, and C. has slope of 2.)
(So it must be D.)


The answer is D. The rise over run is 2/2 which is y=x and it is shifted up 2 on the x axis so D