Thursday

July 31, 2014

July 31, 2014

Total # Posts: 63

**Algebra II**

Find the inverse funciton: g(x) = 3x^4, x > 0

**algebra 2**

how to solve (x -3)^4 = 116

**Algebra II**

write a fourth degree polynomial function a leading coefficient o 1 given three of its zeros are -1, 3 and 2i, then re-write it in simplified form.

**Algebra II**

Write a quartic funciton that has 2 real and 2 imaginary roots and rewrite the polynomialin standard form.

**Algebra II**

simplify (2x^-4 y^-2 / 3x^-6 y^-8)^3

**Algebra II**

Given x(x) = 2x^3 - 6x^2 + 8 Rewrite the given equatin in factored form.

**Algebra II**

What is the simplified form of (1/2x^-2)^3 X^7?

**Algebra II**

Which of the following is a function? A) -x^2 + 2y^2 - 4 = 36 B) {(6, -5), (-1, -5), (-4, -5)} C) {(-5, -4), (-5, -3), (-3, 6)} D) x = y^2 - 3

**geometry**

Earth has a diameter of approximately 8000 miles. Jupiter's diameter is approximately 88000 miles. How many times greater is the volume of Jupiter than the volume of Earth?

**geometry**

A regular hexagon has an area of 96sqrt3. What is the length of each side of the hexagon?

**geometry**

the quesiton is land in the circle, but outside the triangle. Is it the probability is (AC - AT)/AC 81.22/113 x 100% = 72%

**geometry**

A 30-60-90 triangle is inscribed in a circle. The length of the hypotenuse is 12 inches. If a coin is tossed on the figure, what is the probability that the coin will land in the circle, but outside the triangle?

**geometry**

A 12-foot guy wire is to be attached to a tree at a 30 degree angle to the ground. At what height on the tree should the guy wire be attached? How far from the tree should the wire be attached to the ground?

**geometry**

You have a rectangular prism. The center section has been removed. The base of the original prism is 6in wide and 8in long. The height of the prism is 10in. What is the total exposed surface are of the new prism?

**geometry**

A 30-60-90 triangle is inscribed in a circle. The length of the hypotenuse is 12 inches. If a coin is tossed on the figure, what is the probability that the coin will land in the circle, but outside the triangle?

**geometry**

The coordinates of point A on triangle ABC are (2, -4). What would be the image of point A after triangle ABC is reflected over the y-axis andthen rotated about the origin 180 degree?

**geometry**

The surface area of a cone is 38 in^2. The radius of a similar cone is triple the radiusof the orginal cone. What is the surface area of the new cone?

**geometry**

An ice cream server fills a cone, which is 15.7 cm high and 7.2 cm across, with ice cream. She then tops the cone with a nicely rounded half-scoop. On top of this she puts the second scoop. To the nearest cubic centimeter, how much ice cream did you receive?

**Geometry**

The volume of a cylinder is 250pie cm^3 and the height is 10 cm. Find the circulference of the base to the nearest hundredth of a centimeter.

**8th grade math**

Each side of a picute is enlarged by 125%. If the original area was 88 square inches, what is the area of the enlarged picture?

**geometry**

A sphere with a diameter of 24 inches is reshaped into a cone with a radius of 32 inches. If all the material is used, what is the height of the cone?

**geometry**

A cone with a diameter of 7.2 meters and slant height of 8.8 meters is being filled with water at a rate of 2.5 m^3 per minute. How many minutes will it take to fill the cone?

**geometry**

A cylindrical tank is being constructed to hold 10,000 ft^3 of water. The diameter of the tank is 36ft. What is the minimum height needed for the tank?

**geometry**

What is the total surface area of a regular square pyramid with a base side length of 18cm and a height of 12cm?

**8th grade math**

A cylinder has a cone on top. The base of the cone is congruent to the base of the cylinder. The diameter of the base is 16ft. The height of the cylinder is 16ft. and the height of the cone is 9th. What is the volumeof the entire figure?

**8th grade math**

You are making a box out of an 11in by 8in piece of poster board by cutting congruent squares out of the four corners and folding up the edges. To the nearest inch, what size square should you use to maximize the volume?

**8th grade math**

Two towers are similar. The area of the larger tower is 400 pi ft^2 and the area of the smaller tower is 169 pi ft^2. What is the ratio of the heights of the towers?

**8th grade math**

The dimensions of a rectangular prism are all whole numbers greater than 1". If the volume is 165 cu", and the height is 5", what is the perimeter of the base?

**8th grade math**

If the formula D(x,y) = (.7x,.7y) is applied to pre-image point (5, -7), what is the image point?

**geometry**

Large triangle (30¢X, 60¢X, and 90¢X), the base is 15 feet. and small triangle (30¢X, 60¢X, and 90¢X) the above two triangle the ratio of the perimeter of the large triangle to the perimeter of the small triangle is ¡Ô3. Determine the ...

**geometry**

Large triangle (30¢X, 60¢X, and 90¢X), the base is 15 feet. and small triangle (30¢X, 60¢X, and 90¢X) the above two triangle the ratio of the perimeter of the large triangle to the perimeter of the small triangle is ¡Ô3. Determine the ...

**geometry**

The volumes of two similar solids are 1331 cubic meters and 27 cubic meters. The surface area of the larger one is 242 square meters. What is the surface area of the smaller one?

**geometry**

Four metal balls fit snugly inside a cylindrical can. A geometry student claims that two extra balls of the same size can be put into the can, provided all six balls can be melted down and the molten liquid poured into the can. Is the student cottect? Let the radious of balls ...

**geometry**

A spherical scoop of ice cream has radious 1.25 inches. The scoop is placed on top of a cone with radious of 1 inch and height of 5 inches. Is the cone large enough to hold all the ice cream if it melts? Show your calculations and explain your answer.

**geometry**

the formula should be s = 2piRH + 2piR^2 I follow your method and find the H = 8. Thanks.

**geometry**

What is the height of a cylinder with a radius of 6 inches and a surface area of 168pi in^2?

**geometry**

The Giant Ocean Tank in Boston's New England Aquarium is a cylinder that is 23 feet high and has a volume of 200,000 gallons, (1 gallon = 0.134 ft^3). Find the diameter of the tank.

**geometry**

A cone has a volume of 36pi cubic meters. Its height is four times its radius. Find the surface area of the cone.

**Maths**

Domain is X and range is Y. From the equation you can find the y and x.

**Math 208**

(x + 1)(x + 3) = x^2 + 3x + x + 3 = x^2 + 4x + 3

**Math**

5x + 4y = 8 x + y = 7 Find x : x = 7 - y 5(7 - y) + 4y = 8 35 - 5y + 4y = 8 -y = 8 - 35 y = 27 x = 7 + 27 x = 34 y = 27 x = 34

**math problem**

9/10 + 6/25 (you have to find the denominator, the denominator is "50") = 45/50 + 12/50 = 57/50 = 1 7/50

**maths**

(2X-3)(2X-3) = 4X^2 - 6X - 6X + 9 = 4X^2 - 12X + 9

**geometry**

thanks

**geometry**

v = s^3 64 = s^3 s = 4 in SA = 6s^2 = 6 x 4^2 = 1024 in^2 Now I know v = 64 in^3 & SA = 1024 in^3 The ratio is 1024/64 = 16:1 is it right????

**geometry**

Find the ratio of surface area to volume for a cube with a volume of 64 in^3.

**geometry**

can I use tha formula is SA = b + 1/2pl?

**geometry**

The base of a pyramid is a square. The perimeter of the base is 20ft, and the surface area of the pyramid is 65ft^2. Find the slant height of the pyramid.

**geometry**

Find the lateral area of a right triangular prism with an equilateralbase length of 5cm and height of 10cm.

**geometry**

The surface area of a right rectangular prism is 112 sq units. The height is twice the width. The length is 4 units more than the height . Find the volume.

**geometry**

Find the lateral area of a regular hexagonal pyramid with base edge of 10 in and lateral edge of 13 in.

**geometry**

The surface area and volume of a cube is the same numeric value. Calculate the side length.

**geometry**

thank you

**geometry**

The surface area to volume ratio of a cube is 2 to 5. Find the length of each side.

**probability**

George has a bag of marbles. Inside the bag are 5 red marbles, 3 red marbles, and 2 blue marbles. He draws out two marbles in a row, without replacement. What is the number of outcomes?

**probability**

There are 12 CD's in a bag -- 6 rap music, 3 country music, and 3 rock music. Two CD's are selected from the bag. The first CD is not replaced before making the second selection. What is the total number of possible out outcomes?

**Geometry**

a^2 + b^2 = c^2 let a = altitude b = 8 c = 14 a^2 + 8^2 = 14^2 a^2 = 196 - 64 a^2 = 132 a = 11.49

**8th grade math**

Mr. Rosart selects two students from his class to present their book reports. He places the names of each student in a box and randomly picks one at a time. The class has 14 boys and 12 girls. What is the probability that hte second name Mr. Rosart picks is a boy, if the first...

**8th grade math**

A box contains 5 bags of potato chips, 4 bags of pretzels and 1 bag of corn chips. Andre reaches in the box and randomly picks two bags, one after the other. What is the probability that Andre chooses a bag of potato chips if the first bag was pretzels?

**8th grade math**

At Maryland Middle School, there are 9 mathematics classes. If two mathematics classes are selected for a school competition, what is the number of possible outcomes?

**8th grade math**

George has a bag of marbles. Inside the bag are 5 red marbles, 3 green marbles, and 2 blue marbles. He draws out two marbles in a row, without replacement. What is the number of outcomes?

**algebra**

how soon Sally will get to the mall if she peddles her bike 5 mph for 5 minutes and rides her scooter for 6 minutes at 6 miles an hour!!!!

**immigrants U.S.A**

Immigrants U.S.A What do you want to know about immigrants to the U.S.A.? Since most of us are descended from immigrants -- who began arriving about four hundred years ago -- that's a lot of time and people. Please clarify your question and we'll try to help you. WICH ...

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