sudharsan
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@900141203
900141203
sudharsan
@900141203
ஐ லவ் ஷேர்சாட் .ஷேர்சாட் இஸ் ஆசாம்
#🔢 Maths டிப்ஸ் & ட்ரிக்ஸ் #🤔 Unknown Facts
🔢 Maths டிப்ஸ் & ட்ரிக்ஸ் - voLume The volume is the amount of space inside a solid (3-D) object (measured in cubic units) To find the volume multiply  length times the width (w) times the height (h) thel V = lwh V = [ x W x h V= 3 x 2 x 2 V= 12 cubic units  h =2 W =2 I=3 @sudharsan V = 6 x 10 x 6  V= 360 in3 (cubic inches) 6 in १० in ೧ ill V= 53 V=5Y5Y5 V= 125 cubic centimeters 5 cm voLume The volume is the amount of space inside a solid (3-D) object (measured in cubic units) To find the volume multiply  length times the width (w) times the height (h) thel V = lwh V = [ x W x h V= 3 x 2 x 2 V= 12 cubic units  h =2 W =2 I=3 @sudharsan V = 6 x 10 x 6  V= 360 in3 (cubic inches) 6 in १० in ೧ ill V= 53 V=5Y5Y5 V= 125 cubic centimeters 5 cm - ShareChat
#🔢 Maths டிப்ஸ் & ட்ரிக்ஸ் #🤔 Unknown Facts
🔢 Maths டிப்ஸ் & ட்ரிக்ஸ் - HCF Hirjest [otuot Fnrtor: The bujjest wuwber %hak  Jakor % eack mrtker 15 0 Exumble The HCF % 9 and 12 | Furkors 9 12 1,2,34,6;12 Osudharsan Fnctors ಯ 1,3,9 cf Hcf Te 0 9 0»d 12 4s 3 HCF Hirjest [otuot Fnrtor: The bujjest wuwber %hak  Jakor % eack mrtker 15 0 Exumble The HCF % 9 and 12 | Furkors 9 12 1,2,34,6;12 Osudharsan Fnctors ಯ 1,3,9 cf Hcf Te 0 9 0»d 12 4s 3 - ShareChat
#🔢 Maths டிப்ஸ் & ட்ரிக்ஸ் #🤔 Unknown Facts
🔢 Maths டிப்ஸ் & ட்ரிக்ஸ் - Types of Polynomial Types of Polynomial (Number of Terms) Polynomials' Binomials Monomials Trinomials' (one term) (many terms) (two terms) I(three terms) 31- 51+81 213 617 51+ 8 6+2 a"+4y_7 24 _ 3 _4) _ S4 _ 41 ab ~ 5 -50*5 )'+2] 75+1 2$+1+9 2 @sudharsar Types of Polynomial (Degree] Constant Linear Quadratic Cubic Polynomial Polvnomial Polynomial Polynomial Degree 1) Degree 0] (Degree 2) (Degree 3) 1 _ 8 3r*-2r+7 517 213 _ ]+4 1-6 517 Types of Polynomial Types of Polynomial (Number of Terms) Polynomials' Binomials Monomials Trinomials' (one term) (many terms) (two terms) I(three terms) 31- 51+81 213 617 51+ 8 6+2 a"+4y_7 24 _ 3 _4) _ S4 _ 41 ab ~ 5 -50*5 )'+2] 75+1 2$+1+9 2 @sudharsar Types of Polynomial (Degree] Constant Linear Quadratic Cubic Polynomial Polvnomial Polynomial Polynomial Degree 1) Degree 0] (Degree 2) (Degree 3) 1 _ 8 3r*-2r+7 517 213 _ ]+4 1-6 517 - ShareChat
#🔢 Maths டிப்ஸ் & ட்ரிக்ஸ் #🤔 Unknown Facts
🔢 Maths டிப்ஸ் & ட்ரிக்ஸ் - Types of Polynomial Types of Polynomial (Number of Terms) Polynomials' Binomials Monomials Trinomials' (one term) (many terms) (two terms) I(three terms) 31- 51+81 213 617 51+ 8 6+2 a"+4y_7 24 _ 3 _4) _ S4 _ 41 ab ~ 5 -50*5 )'+2] 75+1 2$+1+9 2 @sudharsar Types of Polynomial (Degree] Constant Linear Quadratic Cubic Polynomial Polvnomial Polynomial Polynomial Degree 1) Degree 0] (Degree 2) (Degree 3) 1 _ 8 3r*-2r+7 517 213 _ ]+4 1-6 517 Types of Polynomial Types of Polynomial (Number of Terms) Polynomials' Binomials Monomials Trinomials' (one term) (many terms) (two terms) I(three terms) 31- 51+81 213 617 51+ 8 6+2 a"+4y_7 24 _ 3 _4) _ S4 _ 41 ab ~ 5 -50*5 )'+2] 75+1 2$+1+9 2 @sudharsar Types of Polynomial (Degree] Constant Linear Quadratic Cubic Polynomial Polvnomial Polynomial Polynomial Degree 1) Degree 0] (Degree 2) (Degree 3) 1 _ 8 3r*-2r+7 517 213 _ ]+4 1-6 517 - ShareChat
#🔢 Maths டிப்ஸ் & ட்ரிக்ஸ் #🤔 Unknown Facts
🔢 Maths டிப்ஸ் & ட்ரிக்ஸ் - Exponent Properties 342 * 43 = 42+3 = 46 = 4096 a"am 0"+m 23 (1" 1 23-2 = 2 an-m 22 @sudharsar (71' Q71 -11 ` 32 =32-3 = 3-1 = 33-2 33 (42)3 = 42*3 = 46 = 4096 anym anem = 00 =10#0 = 20 = 1 (qb)" = 0"b" = (91)3 = 9313 = 72913 =b" = (y)? 16 12y2 . 12y2 1 a"=4 9 = 3-2 32 = =16 =a" = 4-2 = 42 . 01 ("=("=& 2 27 = 5క = (5ః)4 (")m (52)3 (a)| @m ' Exponent Properties 342 * 43 = 42+3 = 46 = 4096 a"am 0"+m 23 (1" 1 23-2 = 2 an-m 22 @sudharsar (71' Q71 -11 ` 32 =32-3 = 3-1 = 33-2 33 (42)3 = 42*3 = 46 = 4096 anym anem = 00 =10#0 = 20 = 1 (qb)" = 0"b" = (91)3 = 9313 = 72913 =b" = (y)? 16 12y2 . 12y2 1 a"=4 9 = 3-2 32 = =16 =a" = 4-2 = 42 . 01 ("=("=& 2 27 = 5క = (5ః)4 (")m (52)3 (a)| @m ' - ShareChat
#🔢 Maths டிப்ஸ் & ட்ரிக்ஸ் #🤔 Unknown Facts
🔢 Maths டிப்ஸ் & ட்ரிக்ஸ் - ARITHMETIC SEQUENCE FORMULA (n-1)d 01` [20 + (n-1)d] Sn 2 0' 00-1 @suckcrscr [9h 00] 2 where, %' nth term ৭,: 1st term umber of terms Sum ofn terms S second lost term %n-1 ARITHMETIC SEQUENCE FORMULA (n-1)d 01` [20 + (n-1)d] Sn 2 0' 00-1 @suckcrscr [9h 00] 2 where, %' nth term ৭,: 1st term umber of terms Sum ofn terms S second lost term %n-1 - ShareChat
#🤔 Unknown Facts #🔢 Maths டிப்ஸ் & ட்ரிக்ஸ்
🤔 Unknown Facts - Example Rule 01 = @ 51 = 5 00 _1 90 _1 25 < 23 = 28 Xan =am+n am 57 am =54 =am n @sudharsan 53 an (72)4 (am)" = = 78 amxn ()" = %m 1 3 bm 4 1 1 2-4 = 0 m = 16 am 82/3 382 Vam Qm/n ~ೆ   ~ Example Rule 01 = @ 51 = 5 00 _1 90 _1 25 < 23 = 28 Xan =am+n am 57 am =54 =am n @sudharsan 53 an (72)4 (am)" = = 78 amxn ()" = %m 1 3 bm 4 1 1 2-4 = 0 m = 16 am 82/3 382 Vam Qm/n ~ೆ   ~ - ShareChat
#🤔 Unknown Facts #🔢 Maths டிப்ஸ் & ட்ரிக்ஸ்
🤔 Unknown Facts - Standard Form ٧ = @x2 + bx + c siepi Find Ihe oxis of symmeiry. This; olso Ihe X-value 0 your vertex: 12 + 15 Y= 22 step 2; Take the and substitute back inta V=0x? Verlex: pattern to plol | Step 2. Use Ihe 1 adclional points Righl; ' Up X0 3X 2 = 6 Right: Up: 0 Right: Up; Slep 3: Reflecl Ine poinis over Ihe' axis 0f symmetna Slep Connecl Ine points i0 form @sudharsan Ushaped graph Graphing Quadratics Vertex Form ٧ = 0(x - h)2 + k Slep 1: Idenlify Ihe verlex;' Y=2x- 512 = 5 .. pollern lo plol ' Slep 2: Use ihe addilional points Up: Right: Righl: Up: Fighi Up; 3X 2 = 6 Step 3: Relleci Ihe points over Ihe UXIS Ol symmeTy Slep Conneci Ihe poinis IO form Ushaped graph X2 = 2 Standard Form ٧ = @x2 + bx + c siepi Find Ihe oxis of symmeiry. This; olso Ihe X-value 0 your vertex: 12 + 15 Y= 22 step 2; Take the and substitute back inta V=0x? Verlex: pattern to plol | Step 2. Use Ihe 1 adclional points Righl; ' Up X0 3X 2 = 6 Right: Up: 0 Right: Up; Slep 3: Reflecl Ine poinis over Ihe' axis 0f symmetna Slep Connecl Ine points i0 form @sudharsan Ushaped graph Graphing Quadratics Vertex Form ٧ = 0(x - h)2 + k Slep 1: Idenlify Ihe verlex;' Y=2x- 512 = 5 .. pollern lo plol ' Slep 2: Use ihe addilional points Up: Right: Righl: Up: Fighi Up; 3X 2 = 6 Step 3: Relleci Ihe points over Ihe UXIS Ol symmeTy Slep Conneci Ihe poinis IO form Ushaped graph X2 = 2 - ShareChat
#🤔 Unknown Facts #🔢 Maths டிப்ஸ் & ட்ரிக்ஸ்
🤔 Unknown Facts - Using SubSriTUrion Uha+ Subs+i+u+ ion ? is ~Me4ns To place of anolher pu+ in For   exomple X= ( KNOW  ೨೮er೦' ಅ೬ ೧ug' ٧ ٤ inro %= @ 0 X+2 6+2 = 8 @sudharsar example Lயha+ Lo We Know ? easier equaFion ५= -X+ Zx - ३५ = २७ 2x-3( =27 Wh4+   V4r i4ble plug in krow We 2x-3 (-x+1)=27 २x +3x -3=27 Combine like  terms 5x-3=23 plv9   int6 Cguahion easy 5x=30 $ 5 -X+| _9==-_+ X = ( [৬= -5 Using SubSriTUrion Uha+ Subs+i+u+ ion ? is ~Me4ns To place of anolher pu+ in For   exomple X= ( KNOW  ೨೮er೦' ಅ೬ ೧ug' ٧ ٤ inro %= @ 0 X+2 6+2 = 8 @sudharsar example Lயha+ Lo We Know ? easier equaFion ५= -X+ Zx - ३५ = २७ 2x-3( =27 Wh4+   V4r i4ble plug in krow We 2x-3 (-x+1)=27 २x +3x -3=27 Combine like  terms 5x-3=23 plv9   int6 Cguahion easy 5x=30 $ 5 -X+| _9==-_+ X = ( [৬= -5 - ShareChat
#🤔 Unknown Facts #✍ எக்ஸாம் குறிப்பு
🤔 Unknown Facts - ShareChat