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Q: 61° V+16° V+15° What is the value of v?

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Q: What is mZCDE? C 62° E D

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Q: In rhombus ABCD, AC = 50. Find DC. round to the whole unit A B 23 E D DC =

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Q: S. D 115° 3x+19 5x E A) 12 C) 15 B) 8 D) 9

A: We can solve the given problem using the concept of angle we can solve the given problem.

Q: 13 to 6. 34 81°

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A: From the figure AEF is a triangle and AC is the diagonal of square ABCD Diagonals are the angle…

Q: BCDEF N YZVWX. What is mZF? Y F E 108° 137° B D C 102° mZF = N

A: The figure is given by To evaluate : The value of m∠F if BCDEF ~ YZVWX

Q: Find the value of x 14) m/2 = 9x - 12 2 138°

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Q: V. Y 4.r° W 5x° •X Question 2 of 13

A: Explanation and solutions is given below....

Q: Find + 7x°)dx + C

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Q: EXAMPLE 4: In the diagram. gC AB ED Find x and y. 12

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Q: Oscar's rectangular room has an area of 6x°y square units. If the width of Oscar's room can be…

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Q: - 12x"y³ 6x®y 10,,3 Simplify the expression: A -6x²y? ® 6x°y² -2a²y³ -2a²y? D

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Q: Which expression is equivalent to 8x 5x? А. 20x7 B. 40x7 С. 20х12 D. 40x12 O A O B O D

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Q: Multiply and simplify: 3a?y (5æ² + 3xy – 4y?)

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Q: 279 q¬1 9q-2q? By using the laws of indices, the expression simplifies to AqB, where A = and B=

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Q: 1 e -dz- c z – 2 2ni C

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Q: B 12. In rectangle ABCD to the right, find MLADB. E 31° D C

A: Given that: ABCD is a rectangle as shown below:

Q: •4 | (625 + 4a²)dæ Find - 2

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Q: 57 49 15d 3 b D C= d D 2 Type here to search 3.

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Q: (27a-b°)5 ? Which expression is equivalent to 2abc 3ab? O A 2abc 3b O B 2a²c 3b 20 3a?b O D 20

A: Using the law of exponents, we know : (am)n = amn (am) * (an) = am+n (am) / (an) = am-n

Q: A 129 F F (144° 121 ABCDEF is a hexagon. Angle CDE= 2 × Angle BCD Work out the size of angle CDE.

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Q: 5) Simplify the expression, and write your answer in the form a + bj. jV-7- j°/112+ 2j

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Q: In the figure below, n II j. Find the values of y and z. 68° $ (3z + 8)°

A: Solving the problem by finding the value of y and z

Q: Find the

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Q: What is the measure of x? D (5x + 2)° 242° F

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Q: O vd 5 yd

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Q: Find the LCM:24x and 8x"-16x

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Q: d1 6 d2 9, 53 c.) Find LB A 8

A: Use the basic properties of parallelogram

Q: 6) (8x+6)° 47°

A: Find the value of x

Q: 9.) — 12:¹2 .48 + 12i 1

A: Solve

Q: In the rectangle below, AE=3x+7, CE=6x-5, and m ZEDA=29°. Find BD and m ZEAB. BD = MZEAB = C

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Q: +3 dz, WHERE 2(z-i)² , WHERE CALCULATE P IS THE "EIGHT FIGURE" OF THE FIGURE BELOW: V2 i 10 Y1

A: Cauchy integral formula

Q: Write an expression for the area of the rectangle. 214 6x4 A. 8x O B. 8x16 OC 12x16 OD 12x

A: Area of rectangle is = a×b. a is length of base. b is length height.

Q: B A D C 18. In triangle ABC above, AB = BC. D is the midpoint of AC and LBAD is 60°. What is the…

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