On a spinner p(3) =1/3 and the P(4)=2/5 What is the probabilty of getting a 3 or 4

Answers

Answer 1

Answer: p(3)+p(4)
1/3+2/5= 11/15

Related Questions

A printing company uses the formula C=0.5x+10 to find the cost of printing x business cards which equation correctly solves the formula for x?
If the average of three numbers is V if one number is Z and another is y what is the remaining number ?
Someone answer this for me please ..
What is the smallest division of a cm ruler and a mm ruler? Thank you.
Kendra has a painting canvas that is 24 inches wide by 33 inches high. She painted a red rose, which covered 50% of the canvas. What was the area of the canvas which was covered by the red rose?

SHOW THAT THE ANGEL BETWEEN ANY 2 DIAGONALS OF A CUBE IS cos-1 (1/3)

Answers

$Look\ at\ the\ picture.\n\n|BD|=a\sqrt2\n\n|BD_1|=|DB_1|=a\sqrt3\n\n|BE|=|DE|=(a\sqrt3)/(2)\n\nUse\ law\ of\ cosine:\n\n(a\sqrt2)^2=\left((a\sqrt3)/(2)\right)^2+\left((a\sqrt3)/(2)\right)^2-2\cdot(a\sqrt3)/(2)\cdot(a\sqrt3)/(2)\cdot cos\theta\n\n2a^2=(3a^2)/(4)+(3a^2)/(4)-(3a^2)/(2)cos\theta$

$(3a^2)/(2)cos\theta=(6a^2)/(4)-2a^2\n\n(3a^2)/(2)cos\theta=(6a^2)/(4)-(8a^2)/(4)\n\n(3a^2)/(2)cos\theta=-(2a^2)/(4)\n\n(3a^2)/(2)cos\theta=-(a^2)/(2)\ \ \ \ \ /\cdot(2)/(3a^2)\n\ncos\theta=-(1)/(3)$

Vector for one diagnol (1,1,1) - (0,0,0) = (1,1,1)
Vector for another diagnol (0,1,1) - (1,0,0) = (-1,1,1)

Do cos product of two vectors , that is

sqrt(3) sqrt(3) cos(theta) = (1,1,1).(-1,1,1)
3cos(theta) = 1.(-1) + 1.(1) + 1.(1) = 1

therefore cos(theta) = 1/3
angle betwwen diagnols = cos-1 (1/3)

When the point (-3,2) is reflected across the y-axis, what are the coordinates of the resulting point?

Answers

A reflection across the Y-axis means that the Coordinate's X-value switches signs and the Y-value stays the same. So in the case of (-3,2)
being reflected across the y-axis that means that -3 flips its sign and becomes a normal 3 and the 2 stays the same. Therefore the new coordinate is (3,2)

I need help on everything on 45 45 90 right triangles. I dont know how to solve two variables when one is shown.

Answers

you can use a square plus b square equal C square to fijd each length . or you can memorize the special triangles or you can also do proportional problem. it all works

Select all of the true statements. A. 3 gallons = 18 pints B. 5 quarts = 20 cups C. 6 gallons = 30 quarts D. 2 pints = 32 fluid ounces E. 8 pints = 24 cups

Answers

Answer:

Step-by-step explanation:

1 gallon = 8 pint

3 x 8 = 24 pints

the first option is wrong

1 quart = 4 cups

5 x 4 = 20 cups

the second option is correct

1 gallon = 4 quarts

6 x 4 = 24

the third option is wrong

1 pint = 16 ounces

2 x 16 = 32 ounces

the fourth option is correct

1 pint = 2 cups

8 x 2 = 16 cups

the fifth option is wrong

Solve for the variable-6a+3=-3(2a-1)

Can some one help me. But explain in step by step?

Answers

Step 1: -6a + 3 = -3(2a - 1)
Step 2: -6a + 3 = -3(2a) + 3(1)
Step 3: -6a + 3 = -6a + 3
Step 4:+6a +6a
Step 5: 3 = 3

The variable of x is equal to Any infinite number.

When constructing parallel lines with a compass and straightedge, how should you start the construction?

Answers

that would build a line parallel to and passing through a given point outside the line. Building a straight line passing through the given point perpendicular to the given line. Then build a straight line passing through the given point perpendicular constructed perpendicular. Obtained in this direct and will be required.

Answer:

You should start the construction by creating a line that intersects the given line with your straightedge.

Step-by-step explanation:

You should start the construction by creating a line that intersects the given line with your straightedge.

Other Questions

Find the three geometric means between 15 and 1215.

A rectangle has a length of the fifth root of 16 inches and a width of 2 to the 1 over 5 power inches. Find the area of the rectangle.

Quadrilateral ABCD has coordinates A(3,5) B(5,2) C(8,4) D(6,7). quadrilateral ABCD is a?

An inscribed angle is an angle formed by two chords which share an endpoint and pass through the center.True or False