An isosceles trapezoid has legs that measure 10 cm and bases of 12 cm and 2 cm. The base angles measure 60°. Find the height and the area of the trapezoid.

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Answer 1

Answer: I hope this helps you

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Explain how you would find the sum 46+7
Faye has 180 yellow beads and 12 packets. Faye decided to double the number of yellow beads in the mix. How many packets will she make if she fills rach oacket with 60 beads
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2x + 2y = 288x - 2y= 22 system of equations
How do i solve this inequality?

Write the fraction as a percent. Round to the nearest tenth of a percent if necessary. 49/100

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49 ÷ 100

= 0.49

0.49 x 100 = 49%

Jamie has 3 times as many pencils as pens. She has at least 18 pencils. How many pens does Jamie have?

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jamie has 54 pens in total and in simplefied ratio is 27:9

jamie has 3 times as many pencils as pen and jamie has 18 pencils so you multiply 3x18=54

Order the fractions -1/2, 5/2, -12/4, 1/6, and 7/8 from least to greatest

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-12/4 then -1/2 then 1/6 then 7/8 then 5/2
Hope I helped :)

(3*1,000)+(3*10)+*(3*1/100)+(3*1/1000)

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3030.033
Just put each 3 in the correct place value

Sin A - 2 sin cube A
---------------------------
2 cos cube A - cos A

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$(sin\alpha-2sin^3\alpha)/(2cos^3\alpha-cos\alpha)=(sin\alpha(1-2sin^2\alpha))/(cos\alpha(2cos^2\alpha-1))=(sin\alpha(1-sin^2\alpha-sin^2\alpha))/(cos\alpha(cos^2\alpha+cos^2\alpha-1))\n\n=(sin\alpha(cos^2\alpha-sin^2\alpha))/(cos\alpha(cos^2\alpha-sin^2\alpha))=(sin\alpha)/(cos\alpha)=tan\alpha\n\n\nsin^2\alpha+cos^2\alpha=1\to cos^2\alpha=1-sin^2\alpha\nsin^2\alpha+cos^2\alpha=1\to sin^2\alpha=1-cos^2\alpha\to-sin^2\alpha=cos^2\alpha-1$

Which statement about the ordered pairs (-9, 3) and (2, - 4) is true for the equation6x - y/2 = 14?
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(-9, 3) is a solution to the equation.
(2, - 4) is a solution to the equation.
Neither ordered pair is a solution.
Both ordered pairs are solutions.