Find the value of x. X = 5 x 3 x + 48 ° k

Q: 1. Angle Pair: 2. Angle Pair: Name the special angle pair relationship. Solve for x. 3. Angle Pair:…

A: We use the basic property of parallel lines and a transversal line.  And using theorem Sum of…

Q: Find the constant of variation k. Write the answer as an integer or simplified fraction. p is…

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Q: Mark G. Ramos answer it step by step ах2а (х2а +1)° dх

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Q: La figura es un poligono regular. Encontrar el valor de x. Solo escribir el valor de la variable *…

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Q: E F 9х — 3 G 70 ° D 190 °

A: We will find the value of x as following.

Q: 6x° (15x + 75)° 3yP

A: as we can see from the figure, here angles 6x and 15x+75  are supplementary angles so the sum of 6x…

Q: Find x. 150° 8x + 12/ E

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Q: Geometry Question

A: Applying similarities property we have

Q: (5х - 24)° 8х + 9)°.

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Q: Enter exact values or round to 2 decimal places. B A 3 5

A: Solution: The objective is to find the values of x, y and z

Q: yvaries directly as r and inversely as the product of x and t y= 4 when r = 6, x = 3, and t = 1.…

A: Given that y varies directly as r and inversely as the product of x and t.  Let, y=k1r    ...... (1)…

Q: Identify the inverse variation equations. Select all that apply. Oy -1= 2x O y -1= 2 Oy = 2x O y = O…

A: We know that inverse variation is called an inverse proportion So, inverse variation equation is…

Q: Find the values of x and y . (8x + 7)° 5yX(7y – 34)° (9х — 4)°

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Q: (5x-10.4)° (3x + 6)° a (4x+1)° Find

A: Given-  To Find- The value of x.

Q: Find MZDCE. D. (9x – 31)* (7x – 2)°/ C E (4X + 33)°

A: Given,

Q: Use the given information to find the unknown value.   y varies inversely with the cube of x. When…

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Q: Find the value of x and y. Show your work. (5у — 4)° 3y | (2x+13)°

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Q: Solve for x in each proportion. x-9 x-7 7. x+8 13 6. 22 %3D - 26

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Q: 15. RECT is a rectangle with RC = 2x + 4 and TL = 2x - 14. Label the picture with the given…

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Q: 4. 5. 6. (3x + 2)° (7x 27)° (4x + 12)° (6x - 118)° 80° (4x-5)°

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Q: Find the missing value. y varies directly as x2, and y= 72 when x = 6. Find y when x = 12. O 24 O 12…

A: y αx2 y=kx2............ (i)  Where k is proportionality constant  k=yx2 Put y=72, x=6 k=7262=7236…

Q: Find the value of x in this diagram.

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Q: Suppose x varies inversely as y and x = 16 and y = 5. Find the value of x when y = 20.

A: The solution is :

Q: Solve for the ? 50 ° W T. V U 174 °

A: We have to find that angle