In ARST, mZR = 47°, m 2S = 3y - 7, and mT = 2(y + 10). Find the value of y. %3D %3D %3!

Q: B a A b a = 15.73 m, A = 15.75°

A: Given data is: a=15.73 m  and ∠A=15.75°

Q: Find x and y. BE = 6y - AE= 3x - 2, and AC= 8x - 22, DE = 4y - 4, %3D %3D %3D 20. B C A

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Q: PQ bisects SPY. MLSPQ = x-5 and MLYPQ = 4x- %3D %3D Solve for x and find mzSPY. A and mzSPY = 8.3° x…

A: We have to find x

Q: If csc e 0, what quadrant does P (0) lie?

A: Answer: IV quadrant

Q: A 48° ZA = 48 O B ५० ( x – 44) ° C

A: The sum of angles in a triangle is always 180°.

Q: Differentiate y = 5x° – sec¯1 x -

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Q: In the figure, AC and BD intersect at E. AD BC, LADB = 49° and ZBAC = 36°. Find x. A 36 B

A: If two parallel lines are cut by a transverse line, alternate interior angles formed will be equal.…

Q: y= A) 70° (B) 65° (C)55° y+10 2x/ 3x-40 D)50° (E) None of these

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Q: Use the diagram shown. If mZYXZ = 44°, mZWXZ = 22°, and WZ = 9.2, then what is the value of YW? Y. W…

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Q: Evaluate 4 ° (0.2e (0.2e-0.2z ) dr. Round to three decimal places.

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Q: Find x if mZFDE = x + 68, %3D M2CDE = 146°, and m2CDF = x + 94. %3D D E

A: find x if m∠FDE=x+68

Q: 2. (5x + 5)° (4x (4х — 10)9 - | (4x + 15)° (4x + 15)%

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Q: Prove De Morgan's Law: (AUB) = AN BE

A: To prove the De Morgan's Law, we use the definition of union, intersection and complement of  sets.

Q: 10 C 63° A

A: we have to find angle d

Q: ZD=32°, v=15, d=18

A: # as per the guidelines we are entitled to solve one question at a time, please resubmit the other…

Q: Which is a cofunction of csc?

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Q: In AZXY, y = 11m, x = 12m, mZZ = 141°. Find the area of the triangle and round to the nearest tenth.…

A: Find the area of triangle

Q: mFE %3D 104 G MDEF %3D MCFD %3D F MDFE

A: Given query is to find the measure of indicated arcs.

Q: у dx - ( х + х2 у) dy %30

A: Given differential equation is ydx−x+x2ydy=0.....1. First we have to reduce the given differential…

Q: 3x F 5

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Q: Write an equation of the form y = a sinbx or y= a cos bx to describe the graph below. 3- 3* 9% 4. 4…

A: In the given question we have to write the equation of the curve.  Concept:(1) If the range of a…

Q: Find mZX in parallelogram UVWX. ` W 2t-57° V 2t-11° mZX =

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Q: %3D 85 7プ

A: I am going to solve the given problem by using some simple geometry to get the required result.

Q: 9. If CE = 6x – 1 and EB = 2x + 11, Use parallelogram ABCD for 9 and 10. find CB. 47 .B

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Q: A 120° D 15x + 5 22x + 4 B

A: Solve for the X

Q: Find the measure of 4x. 132° 36° m4x =

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Q: P. 中5。 4. Given that MZPQS = 28° and MZRQS = 25°, find mZPQR. %3D %3D

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Q: In the diagram below, AB || C'D, mZDHF = 59°, and mZB = 16°. Find mZE. F D 59 В 16° C А E

A: Given that      AB // CD ,  m∠DHF = 59°  and m∠B = 16° Here we have to find m∠E .

Q: In OR, QS = 2(PT). Also, mZP = 23°. Find mZVRS. %3D

A: Given and join TR.

Q: Find (5z" + 7æ°)dx

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Q: 22 45°

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Q: i0 -i8 Sin g=t e-e %3D 2.

A: To show: sinθ=eiθ-e-iθ2i Solution: We know, by Euler's formula: eiθ=cosθ+isinθ…

Q: Show that A° = A°-0- and A-o = A- %3D

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Q: Find mZDEF if mZDEF= 15x + 15, M2DEW = 70°, and mzWEF = 8x + 15. %3D F W E

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Q: Set up an equation and solve for 8. y 45° 30 X W

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Q: 21. Given mSO = 106°, mPR = 120°, find x %3D %3D

A: Consider a circle such that two chords to the circle intersect at a point inside the circle as shown…

Q: In OP, m RS = (2x+9)°, mTU =(x+7)°, and MZRQS = 32°. %3D %3D P XQ What is the value of x? А. 16 В.…

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Q: D- Ope rator 2.(0°+ 4D²+ 5D)y = 20e-5* E. Inverse

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Q: The amplitude of y = -3sin (). А. —3 С. D. 3 2 I ea B.

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Q: у" — 27у 3 0 y

A: Find the general solution using the characteristic equation  y"' - 27y = 0 Characteristic equation…