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Squaring And Converting To Quadratic Types

Convert the following equation to quadratic type: $3\sqrt{3}\tan\ \tan\ x=3\ \sec\ \sec\ x\ +3$

$2-2x+\cos x\ =1$

$4x-2\sqrt{3}\sin x=0$

Convert the following equation to quadratic type: cos cos x +1 =sin sinx

$x+\cos x=0$

$4x-2\sqrt{3}\sin x=0$

$4x-2\sqrt{3}\cos x=0$

Convert the following equation to quadratic type: $x+2=x$

$x+\cos x=0$

$x+\sin x=0$

$4x-2\sqrt{3}\cos x=0$

Convert the following equation to quadratic type: $\sqrt{3}\cot\ \cot\ x\ =\ \csc\ \csc\ x\ +1$

$2-2x+\cos x=1$

$4x-2\sqrt{3}\sin x=0$

$2x-\sqrt{3}\cos\ x=0$

Convert the following equation to quadratic type: cos cosx=sin sin x-1

$x+\cos x=0$

$4x-2\sqrt{3}\sin x=0$

$4x-2\sqrt{3}\cos x=0$

Convert the following equation to quadratic type: 3 cos cos x = x-3

$x+\cos x=0$

$4x-2\sqrt{3}\sin x=0$

$4x-2\sqrt{3}\cos x=0$

Convert the following equation to quadratic type: sin sin x =cos cos x-1

$x+\cos x\ =0$

$x+\sin x=0$

$4x-2\sqrt{3}\cos x=0$

Convert the following equation to quadratic type: $\sqrt{3}\tan\ \tan x-1=\sec\ \sec\ x$

$2-2x+\cos x=1$

$4x-2\sqrt{3}\sin x=0$

Convert the following equation to quadratic type: $\sqrt{3}\cot\cot x-\csc\ \csc x\ -1\ =0$

$2-2x+\cos x\ =1$

$4x\ -2\sqrt{3}\sin x=0$

$4x\ -2\sqrt{3}\cos\ x\ =0$

Convert the following equation to quadratic type: sin sin x +1= cos cos x

$x+\cos x=0$

$x+\sin x=0$

$4x-2\sqrt{3}\cos x=0$

Questions

Time

Score

Squaring And Converting To Quadratic Types

Convert the following equation to quadratic type: ﻿33tan⁡ tan⁡ x=3 sec⁡ sec⁡ x +33\sqrt{3}\tan\ \tan\ x=3\ \sec\ \sec\ x\ +333​tan tan x=3 sec sec x +3﻿

﻿2−2x+cos⁡x =12-2x+\cos x\ =12−2x+cosx =1﻿

﻿4x−23sin⁡x=04x-2\sqrt{3}\sin x=04x−23​sinx=0﻿

Convert the following equation to quadratic type: cos cos x +1 =sin sinx

﻿x+cos⁡x=0x+\cos x=0x+cosx=0﻿

﻿4x−23sin⁡x=04x-2\sqrt{3}\sin x=04x−23​sinx=0﻿

﻿4x−23cos⁡x=04x-2\sqrt{3}\cos x=04x−23​cosx=0﻿

Convert the following equation to quadratic type: ﻿x+2=xx+2=xx+2=x﻿

﻿x+cos⁡x=0x+\cos x=0x+cosx=0﻿

﻿x+sin⁡x=0x+\sin x=0x+sinx=0﻿

﻿4x−23cos⁡x=04x-2\sqrt{3}\cos x=04x−23​cosx=0﻿

Convert the following equation to quadratic type: ﻿3cot⁡ cot⁡ x = csc⁡ csc⁡ x +1\sqrt{3}\cot\ \cot\ x\ =\ \csc\ \csc\ x\ +13​cot cot x = csc csc x +1﻿

﻿2−2x+cos⁡x=12-2x+\cos x=12−2x+cosx=1﻿

﻿4x−23sin⁡x=04x-2\sqrt{3}\sin x=04x−23​sinx=0﻿

﻿2x−3cos⁡ x=02x-\sqrt{3}\cos\ x=02x−3​cos x=0﻿

Convert the following equation to quadratic type: cos cosx=sin sin x-1

﻿x+cos⁡x=0x+\cos x=0x+cosx=0﻿

﻿4x−23sin⁡x=04x-2\sqrt{3}\sin x=04x−23​sinx=0﻿

﻿4x−23cos⁡x=04x-2\sqrt{3}\cos x=04x−23​cosx=0﻿

Convert the following equation to quadratic type: 3 cos cos x = x-3

﻿x+cos⁡x=0x+\cos x=0x+cosx=0﻿

﻿4x−23sin⁡x=04x-2\sqrt{3}\sin x=04x−23​sinx=0﻿

﻿4x−23cos⁡x=04x-2\sqrt{3}\cos x=04x−23​cosx=0﻿

Convert the following equation to quadratic type: sin sin x =cos cos x-1

﻿x+cos⁡x =0x+\cos x\ =0x+cosx =0﻿

﻿x+sin⁡x=0x+\sin x=0x+sinx=0﻿

﻿4x−23cos⁡x=04x-2\sqrt{3}\cos x=04x−23​cosx=0﻿

Convert the following equation to quadratic type: ﻿3tan⁡ tan⁡x−1=sec⁡ sec⁡ x\sqrt{3}\tan\ \tan x-1=\sec\ \sec\ x3​tan tanx−1=sec sec x﻿

﻿2−2x+cos⁡x=12-2x+\cos x=12−2x+cosx=1﻿

﻿4x−23sin⁡x=04x-2\sqrt{3}\sin x=04x−23​sinx=0﻿

Convert the following equation to quadratic type: ﻿3cot⁡cot⁡x−csc⁡ csc⁡x −1 =0\sqrt{3}\cot\cot x-\csc\ \csc x\ -1\ =03​cotcotx−csc cscx −1 =0﻿

﻿2−2x+cos⁡x =12-2x+\cos x\ =12−2x+cosx =1﻿

﻿4x −23sin⁡x=04x\ -2\sqrt{3}\sin x=04x −23​sinx=0﻿

﻿4x −23cos⁡ x =04x\ -2\sqrt{3}\cos\ x\ =04x −23​cos x =0﻿

Convert the following equation to quadratic type: sin sin x +1= cos cos x

﻿x+cos⁡x=0x+\cos x=0x+cosx=0﻿

﻿x+sin⁡x=0x+\sin x=0x+sinx=0﻿

﻿4x−23cos⁡x=04x-2\sqrt{3}\cos x=04x−23​cosx=0﻿

Incorrect

Great!

Convert the following equation to quadratic type: $3\sqrt{3}\tan\ \tan\ x=3\ \sec\ \sec\ x\ +3$

$2-2x+\cos x\ =1$

$4x-2\sqrt{3}\sin x=0$

$x+\cos x=0$

$4x-2\sqrt{3}\sin x=0$

$4x-2\sqrt{3}\cos x=0$

Convert the following equation to quadratic type: $x+2=x$

$x+\cos x=0$

$x+\sin x=0$

$4x-2\sqrt{3}\cos x=0$

Convert the following equation to quadratic type: $\sqrt{3}\cot\ \cot\ x\ =\ \csc\ \csc\ x\ +1$

$2-2x+\cos x=1$

$4x-2\sqrt{3}\sin x=0$

$2x-\sqrt{3}\cos\ x=0$

$x+\cos x=0$

$4x-2\sqrt{3}\sin x=0$

$4x-2\sqrt{3}\cos x=0$

$x+\cos x=0$

$4x-2\sqrt{3}\sin x=0$

$4x-2\sqrt{3}\cos x=0$

$x+\cos x\ =0$

$x+\sin x=0$

$4x-2\sqrt{3}\cos x=0$

Convert the following equation to quadratic type: $\sqrt{3}\tan\ \tan x-1=\sec\ \sec\ x$

$2-2x+\cos x=1$

$4x-2\sqrt{3}\sin x=0$

Convert the following equation to quadratic type: $\sqrt{3}\cot\cot x-\csc\ \csc x\ -1\ =0$

$2-2x+\cos x\ =1$

$4x\ -2\sqrt{3}\sin x=0$

$4x\ -2\sqrt{3}\cos\ x\ =0$

$x+\cos x=0$

$x+\sin x=0$

$4x-2\sqrt{3}\cos x=0$