Which Of The Following Is Equal To 2. (a) x12 7 −x5 7= x5 7+1−x5 7 = x5 7.x−x5 7[∵am+n = aman] (b) 12√(x4)1 3 =((x4)1 3) 1 12 [m√a= aa/m] = x4×1 3× 1 12 = x1 9[∵ ((xm)n)p =xmnp] ≠ x (c) (√x3)2. (x + 3) (2x 2 + 5) b.
Cot(90∘−θ) cosec2θ × secθ.cot3θ sin2(90∘−θ) cot(90∘ −θ) =tanθ sin((90∘−θ) = cosθ ⇒ tanθ cosec2θ × secθcot3θ cos2θ = tanθ× sin2θ cos2θ × secθ. (c) ((x 3) 21) 32=(x) 23× 32=x. (x + 3) (2x 2 + 5) b.
Contents
- 1 A Ratio Obtained By Multiplying Or Dividing The Numerator And The Denominator Of A Given Ratio By The Same Number Is Called An Equivalent.
- 2 Added 10 Minutes 50 Seconds Ago|12/1/2022 1:55:19 Pm.
- 3 Cos (60° + 30°) C.
- 4 So This Becomes Three X Minus X Minus Y And Then We Can Subtract X From Three Excess Becomes Too X.
- 5 The Value Of Which Of The Following Expressions Is Equal To 2 ?
A Ratio Obtained By Multiplying Or Dividing The Numerator And The Denominator Of A Given Ratio By The Same Number Is Called An Equivalent.
2 2 + 2 2 2. There is a reason why minus y. For point a) ( x 4) 1 3 12 = x 4 × 1 3 12 ∵ ( a m) x = a m × x ⇒ = x 4 × 1 3 12 ⇒ = x 4 3 12 ⇒ = x 4 3 1 12.
Added 10 Minutes 50 Seconds Ago|12/1/2022 1:55:19 Pm.
Which of the following is equivalent to the expression above? Cot(90∘−θ) cosec2θ × secθ.cot3θ sin2(90∘−θ) cot(90∘ −θ) =tanθ sin((90∘−θ) = cosθ ⇒ tanθ cosec2θ × secθcot3θ cos2θ = tanθ× sin2θ cos2θ × secθ. Solution the correct option is b secθ given:
Cos (60° + 30°) C.
(x 2 + 3) (2x + 5) d. The correct option is c. 2 2 + 2 2.
So This Becomes Three X Minus X Minus Y And Then We Can Subtract X From Three Excess Becomes Too X.
(a) x 712×x 75=x 712+7=x 719 =x. Solution the correct option is b ( x 3) 2 3 determine the points that's value is equal to x. Which one of the following is not an equivalent ratio of 2:3?
The Value Of Which Of The Following Expressions Is Equal To 2 ?
Answered which of the following is equivalent to 2 2/5? We have a negative line minus why. Official sat test 3, section 3, question 3
