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MATH Solutions By PHANI
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#🏆పోటీ పరీక్షల స్పెషల్
#➗10th గణితం
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![➗10th గణితం - CIqss 10 FORMULA SHEET ALGEBRA TRIGONOMETRY GEOMETRY Ttr2 Quadratic Formula: x= -b + b 4ac Ratios: Area of Circle Opposite sin 0 20 Hypotenuse Circumference of Circle = 2Tr Arithmetic Progression (AP): cos 0 = Adjacent a+ (n-I)d 2* On Area of Triangle = Hypotenuse Iase height Sum of n terms of AP: tan 0 = Opposite 2 [2a+ (n-1)d] Pythagoras Theorem: a2+b2 = c2 Sn Adjacent Identities : Sum of n terms of GP: sin2g + C0s20 = 1 03+03 = C2 a1-1 (r+1) Sn 1+tan20 = sec20 1-1 1+ c0t20 = CSc20 COORDINATE GEOMETRY MENSURATION PROBABILITY Probability (P) Volume of Cube = a3 Distance Formula: Number of Favourable Outcomes d = V (X2 -x,)'2 Total Number of Outcomes (y2 -))12 Ttrh Volume of Cylinder 0<P(4)<1 Midboint Formula: 4TI2 Surface Area of Sphere = (*++*-) P(A)+ P(B)= P(A vB) M 3 Ttrzh Volume of Cone P(AnB)= P(A)x P(B) Slope of a Line: y - y2 I11 = X2-X1 CIqss 10 FORMULA SHEET ALGEBRA TRIGONOMETRY GEOMETRY Ttr2 Quadratic Formula: x= -b + b 4ac Ratios: Area of Circle Opposite sin 0 20 Hypotenuse Circumference of Circle = 2Tr Arithmetic Progression (AP): cos 0 = Adjacent a+ (n-I)d 2* On Area of Triangle = Hypotenuse Iase height Sum of n terms of AP: tan 0 = Opposite 2 [2a+ (n-1)d] Pythagoras Theorem: a2+b2 = c2 Sn Adjacent Identities : Sum of n terms of GP: sin2g + C0s20 = 1 03+03 = C2 a1-1 (r+1) Sn 1+tan20 = sec20 1-1 1+ c0t20 = CSc20 COORDINATE GEOMETRY MENSURATION PROBABILITY Probability (P) Volume of Cube = a3 Distance Formula: Number of Favourable Outcomes d = V (X2 -x,)'2 Total Number of Outcomes (y2 -))12 Ttrh Volume of Cylinder 0<P(4)<1 Midboint Formula: 4TI2 Surface Area of Sphere = (*++*-) P(A)+ P(B)= P(A vB) M 3 Ttrzh Volume of Cone P(AnB)= P(A)x P(B) Slope of a Line: y - y2 I11 = X2-X1 - ShareChat](https://cdn4.sharechat.com/bd5223f_s1w/compressed_gm_40_img_951898_13aabcd5_1767589950583_sc.jpg?tenant=sc&referrer=pwa-sharechat-service&f=583_sc.jpg "➗10th గణితం - CIqss 10 FORMULA SHEET ALGEBRA TRIGONOMETRY GEOMETRY Ttr2 Quadratic Formula: x= -b + b 4ac Ratios: Area of Circle Opposite sin 0 20 Hypotenuse Circumference of Circle = 2Tr Arithmetic Progression (AP): cos 0 = Adjacent a+ (n-I)d 2* On Area of Triangle = Hypotenuse Iase height Sum of n terms of AP: tan 0 = Opposite 2 [2a+ (n-1)d] Pythagoras Theorem: a2+b2 = c2 Sn Adjacent Identities : Sum of n terms of GP: sin2g + C0s20 = 1 03+03 = C2 a1-1 (r+1) Sn 1+tan20 = sec20 1-1 1+ c0t20 = CSc20 COORDINATE GEOMETRY MENSURATION PROBABILITY Probability (P) Volume of Cube = a3 Distance Formula: Number of Favourable Outcomes d = V (X2 -x,)'2 Total Number of Outcomes (y2 -))12 Ttrh Volume of Cylinder 0<P(4)<1 Midboint Formula: 4TI2 Surface Area of Sphere = (*++*-) P(A)+ P(B)= P(A vB) M 3 Ttrzh Volume of Cone P(AnB)= P(A)x P(B) Slope of a Line: y - y2 I11 = X2-X1 CIqss 10 FORMULA SHEET ALGEBRA TRIGONOMETRY GEOMETRY Ttr2 Quadratic Formula: x= -b + b 4ac Ratios: Area of Circle Opposite sin 0 20 Hypotenuse Circumference of Circle = 2Tr Arithmetic Progression (AP): cos 0 = Adjacent a+ (n-I)d 2* On Area of Triangle = Hypotenuse Iase height Sum of n terms of AP: tan 0 = Opposite 2 [2a+ (n-1)d] Pythagoras Theorem: a2+b2 = c2 Sn Adjacent Identities : Sum of n terms of GP: sin2g + C0s20 = 1 03+03 = C2 a1-1 (r+1) Sn 1+tan20 = sec20 1-1 1+ c0t20 = CSc20 COORDINATE GEOMETRY MENSURATION PROBABILITY Probability (P) Volume of Cube = a3 Distance Formula: Number of Favourable Outcomes d = V (X2 -x,)'2 Total Number of Outcomes (y2 -))12 Ttrh Volume of Cylinder 0<P(4)<1 Midboint Formula: 4TI2 Surface Area of Sphere = (*++*-) P(A)+ P(B)= P(A vB) M 3 Ttrzh Volume of Cone P(AnB)= P(A)x P(B) Slope of a Line: y - y2 I11 = X2-X1 - ShareChat")