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You might need: Calculator Problem\newlineYou spin the spinner shown below once. Each sector shown has an equal area. What is \P(shaded sector)\text{P(shaded sector})? If necessary, round your answer to \\(2\) decimal places.\newlineA) 00.2525\newlineB) 00.5050\newlineC) 00.7575\newlineD) 11.0000

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The work done by stretching a certain spring increases by 0.13x 0.13 x joules per centimeter (where x x is the displacement, in centimeters, beyond the spring's natural length).\newlineHow much work (in Joules) must be done in order to stretch the spring from x=4 x=4 to x=10 x=10 ?\newlineChoose 11 answer:\newline(A) 55.4646\newline(B) 77.5454\newline(C) 10.92 \mathbf{1 0 . 9 2} \newline(D) 15.08 \mathbf{1 5 . 0 8}
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Posted 9 months ago

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Ahmed is modeling the area covered by a moss using the following equation:\newlineA=t2+5.8t+9.41 A=t^{2}+5.8 t+9.41 \newlinewhere A A is the area covered in square centimeters, negative values of t t represent a number of days before noon on July 11 , 20142014 , and positive values of t t represent a number of days after noon on July 11,20142014 . Which of the following equivalent expressions contains the number of days before noon on July 11,20142014 , as a constant or coefficient, when the moss started with its smallest area of 11 square centimeter?\newlineChoose 11 answer:\newline(A) (t−(−2.9))2+1 (t-(-2.9))^{2}+1 \newline(B) (t−(−1))2+3.8t+8.41 (t-(-1))^{2}+3.8 t+8.41 \newline(C) (t−(−3.9))(t−(−1.9))+2 (t-(-3.9))(t-(-1.9))+2 \newline(D) t(t−(−5.8))+9.41 t(t-(-5.8))+9.41
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Posted 9 months ago

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Solve.\newlineFind the exact volume and surface area of a sphere of radius 1212 inches.\newlineV=576π cu in.;V=576\pi\text{ cu in.}; SA=2304π sq in.SA=2304\pi\text{ sq in.}\newlineV=2304π cu in.;V=2304\pi\text{ cu in.}; SA=576π sq in.SA=576\pi\text{ sq in.}\newlineV=1728π cu inV=1728\pi\text{ cu in} ;SA=144π sq in.;SA=144\pi\text{ sq in.}\newlineV=6912π cuin.:V=6912\pi\text{ cuin.}:SA⋅=36π sq in.SA^{\cdot}=36\pi\text{ sq in.}\newline
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Posted 8 months ago

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What is the height of the tent?
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Posted 8 months ago

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The volume of a rectangular prism is 108 cm3 108 \mathrm{~cm}^{3} . Eric measures the sides to be 3.32 cm 3.32 \mathrm{~cm} by 4.04 cm 4.04 \mathrm{~cm} by 8.72 cm 8.72 \mathrm{~cm} . In calculating the volume, what is the relative error, to the nearest thousandth.\newlineAnswer:
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Posted 8 months ago

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In △UVW,w=8.9 \triangle \mathrm{UVW}, w=8.9 inches, v=9 v=9 inches and ∠V=50∘ \angle \mathrm{V}=50^{\circ} . Find all possible values of ∠W \angle \mathrm{W} , to the nearest 1010th of a degree.\newlineAnswer:
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Posted 8 months ago

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Circle O O shown below has a radius of 77 inches. To the nearest tenth of an inch, determine the length of the arc, x x , subtended by an angle of 11.44 radians.\newlineAnswer: □\square inches
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Posted 8 months ago

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Circle O O shown below has an arc of length 1919 inches subtended by an angle of 11 radians. Find the length of the radius, x x , to the nearest tenth of an inch.\newlineAnswer: □\square inches
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Posted 8 months ago

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The area of a rectangular goat pen is 54 square meters54 \, \text{square meters}. The perimeter is 30 meters30 \, \text{meters}. What are the dimensions of the pen?\newline____\_\_\_\_ meters by ____\_\_\_\_ meters
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Posted 8 months ago

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The perimeter of a square piece of tissue paper is 3636 centimeters. How long is each side of the tissue paper?\newline​_____ centimeters
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