8 lim, (1+) 6- 400 del0 a) 2 b) 4 e) 6 d) 8

Q: Do b

A:

Q: -+4Y = 8x , y6) = - 3 , Ylo) = 0

A:

Q: 45x yz

A: 45x2yz4=(32·5)x2(z2)2y =3xz225y So we get 45x2yz4=3xz225y=3xz25y

Q: 2) Simplify the Radical V45 A) B) V3. V5

A: Given  A) 45 B) 3.5

Q: 6 x-3 1 +6x-27 x-3

A: We will find the required.

Q: b) 4a + b = 5 8a - b = 1

A: 4a + b = 5 8a - b = 1   Now solve for a and b constant

Q: Ex. 2: Simplify the following, then evaluate: a) 5°x5-5 213 b) 34 37 c) 3. d)

A:

Q: Σ101(4n+5)= c) 6 b) 19 c) 20 d) not one of the previous answers

A: Step 1:To find the sum of the series ∑n=1100​(4n+5), you can use the formula for the sum of an…

Q: Given A= 7 2 80 and B= - 2 3 find: a) A+B, b) A-B, c) 2A+5B

A: We need to find out the values as given.

Q: Pls help ASAP

A:

Q: For 3 and 4 find a.) the GCF and b.) the LCM of each pair of expressions 3.) 108 and 198. 4.) 8x^5…

A: factor of 108=2x2x3x3x3 factor of 198=2x3x3x11 common factor are 2x3x3 therefore GCF is 18 LCM=…

Q: 90 1) Let it be 2P + 50 = 2C2, then the value of n is: c) 7 b) 5

A:

Q: 3 x 52t-1=75   a) {3} b) {13/10} c) {3/2} d) {1/2}

A:

Q: Q) find Projs ぶっi+) +3K, 5こてi-j+k

A: Given vector is : a→=i+2j+3kb→=2i-j+k To find the projection of b→ on a→.

Q: 70 8r-2/

A: Since corresponding angles of two parallel lines are equal   So  8x -2 = 70

Q: 8) x - 2y = 8 A) B) + -2 # 2 2 y 2 x

A: To determine which of the given graphs belong to x-2y=8

Q: 14. Differentiate. a) y= 12 10 b) y = (x + 2√√x) ex

A:

Q: ふッ5x+6 G6)= 5x+6 ×そ3 FOR Kメ-3 Fot Xニ-3 WHAT IS K

A: Gx=x2+5x+6x+3    for x≠-3        k           for x=-3   Now, G-3=k &…

Q: 6. Match an expression from the left column with an expression from the right side. Some expressions…

A: Let's find.

Q: 5. Which of the following rules for exponents would not be used to simplify the expression? 2u? vu .…

A: Explanation of the answer is as follows

Q: 10-2)3 62 ÷ 65

A: We have to find As per guidelines we have to solve three subparts

Q: o) +6² +5x+30. q) 22³-10²-3x+15. s) ³-1. u) 2³³. w) 24-2r³+27r - 54. p) ³3x² + 4x-12. r) 22³…

A:

Q: 4x3 + 3x2 15) lim 15) x-- 0 x- 5x2 D) - 3 A) o B) – C) 4

A: topic - limits

Q: 6. Write each power with a positive exponent. a) 2-3 b) 3-5 c) (-7)-2

A:

Q: d) √23-√37 √23+√37

A:

Q: 5) (5x + 21)° (12x + 6)°/ (Зх — 50 P

A:

Q: Solve for x x2-x-6 2x+12 x-6 2x

A:

Q: Determine the lead coefficient. a) 9x2- b) 3x + 9x-3 c) -9 + 3x 3x + 9 15x

A: Given: a)  9x2−3x3+9−15x4b)  3x6+9x−3c)  −9+3x

Q: ア+4 ア+3 T-2 アー2

A: Given equation  1  r+3 > r+4r-2 + 6r-2

Q: Simplify the expression (8)72

A: Square function function gives us one of teh pair that exists inside the square root. For example,

Q: Ex. 1: Simplify the following, then evaluate: a) 5 x5-3 b) 47 47 c) (2*)º d) (3)* (3) x(-3) e) f)

A: a)    53×5-3 = 5[3+(-3)]         ( ax×ay=ax+y, if base is same you add power )…

Q: 32) -3x2 + 3x - 5s0 32) C) (-«, «) D) Ø

A: We want to find domain of the function in which it is always negative or zero.