1N NaOH has a pH of?? ​

1= जॉन मार्शल

2= श्राव्य

3= पर्यटन तिकिटे 1

Answer:

11. C

12. D

13. A

14. B

15. D

your answers

Answer:

11. ??12. B. Japan13. A. India14. D. Zoroaster15. A. Antioch

Explanation:

Tama po yan lahat (sorry di ko po alam kung ano pong sagot sa number 11 kasi mali sagot ko sa summative namin yung apat lang po tumama)

Answer:= 2sin(x)

Step-by-step explanation:

2sin(x)/cos(3x) = tan(3x) - tan(x)

Let's try to prove that 2sin(x) = sin(3x) - tan(x)cos(3x).

Using the identities sin(3x) ? 3sin(x) - 4sin³(x) and cos(3x) ? 4cos³(x) - 3cos(x),

sin(3x) - tan(x)cos(3x) = 3sin(x) - 4sin³(x) - tan(x)(4cos³(x) - 3cos(x))

                                 = sin(x)(3 - 4sin²(x) - (4cos²(x) - 3))

                                 = sin(x)(6 - 4(sin²(x) + cos²(x)))

                              = 2sin(x).

(The above is simpler than using the standard identity that gives tan(3x) in terms of tan(x).)

2sin(x)/cos(3x) = tan(3x) - tan(x)

Let's try to prove that 2sin(x) = sin(3x) - tan(x)cos(3x).

Using the identities sin(3x) ? 3sin(x) - 4sin³(x) and cos(3x) ? 4cos³(x) - 3cos(x),

sin(3x) - tan(x)cos(3x) = 3sin(x) - 4sin³(x) - tan(x)(4cos³(x) - 3cos(x))

= sin(x)(3 - 4sin²(x) - (4cos²(x) - 3))

= sin(x)(6 - 4(sin²(x) + cos²(x)))

= 2sin(x).

(The above is simpler than using the standard identity that gives tan(3x) in terms of tan(x).)

[tex]\huge\red{➳Ṧřîⅉꫝᾇñ ࿐} [/tex]

Answer:

Yes What are the horizontal categories of the refreshed T-Factor? Cloud Computing, DevOps, Artificial Intelligence Associate ABC's refreshed T-factor is 0.53/10. The associate has completed a couple of low credit courses, but there is no increase in the T-factor.

Explanation: