161 n + e 20 n 2n + tan (103 n). CO The sequence is n=1 O divergent as its limit is 0 161 O convergent and its limit is In (2+ O divergent as its limit is -00 in(19) 161 O convergent and its limit is In convergent and its limit is 0

Q: Solve for x A 2 B C 8. 4 D

A:

Q: 1. 1 rta 2. Simplify a

A:

Q: x-7 solve for

A:

Q: Solve for d. 24 x106 () 9375 d2 6. %3D 25d3 - 703125d t 3515 6250

A: Given equation is 8 = 24×106 d225d36 +9375 d22 - 703125 d +35156250

Q: Solve for m. -3+m = 10          /9

A: To solve for m

Q: B

A: Given,  A circle with tangent BD and secant BC  We have to find the value of x.

Q: 2x+4=14 solve for x

A: Given , => 2x + 4 = 14

Q: Solve for X 33x-1 14.9 31x +1 Your answer

A: Circle and tangent

Q: Solve for x. x+6 2 3. |(Simplify your answer.)

A: Given,

Q: Can you solve for part D? I want to check my answer

A: Here we have to find the value of first roll minus the value of second rolls

Q: 000 000 FA F2 F3 FS F9 F10 F11 #3 %24 & 3 Exampie 2 EXo Solve 7x + 9 > 10x – 12. 2.

A: We have to solve the given inequality.

Q: 4. Prove that C, = ,C4 (Hint: Algebraically show that the Left Side = Right Side)

A: We know that  Cr n= Crn = Crn = (n)!(r)! × (n-r)!

Q: Missing one of the solutions. fg?

A: The given functions are;  f(x)=(x2+9x), g(x)=(1-x2).

Q: Solve for x. 2+ x 20 9. 15 X=

A: Given triangle is : To find the value of x.

Q: 70

A: From the given figure we have to determine the value of x.

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

A: The given equation is 2x=32.

Q: Solve for æ. 8 2 66

A: Solve for x.

Q: Can you solve this ecuation? 2x=16

A: Solving for x

Q: 18

A:

Q: Solve for x. 2 8

A:

Q: +use the methed of uadeterminedd cocfficlents करिष = भिमम लंर- 1ा ी

A:

Q: Explain step by step the process of solving 4x=11

A: