Algebra Solve for the value of the variables in each right triangle. X\/2 1/ 31. 12 8 y Z X

Q: Solve for x. 4x+ 12 10x+ 6 1460 A28 14 26 16

A: Sum of all measure of arc of circle is always 360°

Q: Area of triangle = ½ (base)x(height) In a right triangle the LEGS are the base and height. %3D 13

A: Given: in right angle triangle, altitude=5, hypotenuse=13 we know that in right angle triangle…

Q: 2. 6 4 y

A:

Q: 人 41-

A: According to the figure, we have

Q: Simplify the expression. Assume that all variables are positive when they appear. √36x

A: Given: 36x

Q: What value is needed to complete the square? x? - 14x + _2 a. -196 b. -49 C. 49 d. 196

A:

Q: Express the statement as an equation involving the indicated variables. Circumference of a Circle…

A: The circumference C of a circle is the product of π and its diameter d.

Q: Triangle ABC is similar to triangle B FED. Solve for the value of x. A 10 5x+10 Submit and Explain…

A: Explanation of the answer is as follows

Q: Write an algebraic expression for each situtation. Define your variable. Cayden is 4.3 inches…

A: Given query is to find the algebraic expressions.

Q: A. 6- 8.

A: Given,  A right triangle ABC with  ∠C = 90° ,  AC = 6 ,  BC = 8   and  AB =x+y Length of the…

Q: 2x+14, 5x+5 8x - 4

A: To solve for .

Q: Solve for x using the image as a reference. The perimeter of the triangle is 36 units. x = 12 x = 2…

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Q: Solve for x. 2* = 32 %3D The solution is x =

A: The given equation is 2x=32.

Q: Find mZX. 1 Y m2X

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Q: Solve for y. V 5 X 3 W Z Y 10 Y

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Q: Find the longer dimension of the rectangle enclosed in a semicircle y=144 - x2 with the largest…

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Q: Simplify. 9 -10 -4 9 3v y 3w w-9v°y Use only positive exponents in your answer.

A: The expression can be simplified by using the product of powers. The formula for product of powers…

Q: Integrate using completing the square. 3x²-5x+4

A:

Q: Add. (Simplify your answer completely. ) (-3+2i)+(8-2i)

A: -3+2i+8-2i

Q: √x √x - √y

A: Given that the expression

Q: 13 km 9 km

A: Given :-       Hypotenuse = 13 km       Side1 = 9 km       Side2 = x km   * Pythagoras Theorem :-…