I'm a student of class 9, cbse board. Can you please make a timetable for me?

today is 18 jan my boards are on 19 feb, if i tell you syllabus will you give me a timetable

Write an E-mail to the Dean of your institute, requesting for change in the timetable. You must mention  relevant reasons for your request.

wanna help me with a complete marathon to complete my biology slaybuss of class 10 cbse

Which schedule of the Constitution of India deals with defection?a.Schedule 10b.Schedule 9c.Schedule 8d.Schedule 7

ILBC TIL Secondary III – Mathematics: Paper-2 (YGN) - Semester Two Examination (2023-2024) - MATHEMATICS‎International Language & Business CentreSemester Two Examination (2023-24)Secondary IIIMathematics: Paper – 2Question: 20Marks: 100TimeSaturday, 09 March 2024, 10:15 – 11:45International Language & Business Centre Semester Two Exam (2023 - 2024)9 March 2024 (Saturday)Secondary III (10:15 am-11:45am)Mathematics Paper-II (1 hour 30 minutes)Attempt All 20 Questions .                                                      (100 points )Calculators may be used.1(6.0 p)Find the coordinates of the points of intersection of the curve with equationy=3+4x−x2 and the line with equation  x+y=7 .    Please give 1 answer. (− 4, − 3) , (− 1, − 6) (4, 11) ,( − 1, 8)   (4, 3) , (1, 6)(  − 4, 3) , (− 1, 6)2(7.0 p)f(x)=2x3−3px2+x+4pwhere p is an integer. Given that (x−4)is afactor off(x) .(a) Calculate the value of p . Using the value of p,(b) find the remainder when f(x)  is divided by (x+2)( c ) factorise f(x) completely.Please give 1 answer.(a) − 3  (b) 42   (c) (x−4)  ( x−1)  ( 2x+3)(a) 3     (b)   − 42 (c) ( x−4) ( 2x−3) ( x+1)(a) −4  (b)  − 24(c) ( x+4) ( 3x−2) ( x−2)(a) 4   (b) 24    (c) ( x+4) ( 3x−2) ( x−1)3(6.0 p)The points A and B have coordinates (− 2,9) and (6,− 3) respectively. The line l  is the perpendicular bisector of AB.Find an equation for l in the form ax+by+c=0 , where a,b and c are integers.Please give 1 answer.2x−3y+5=0 2x+3y+5=0 −2x+3y−5=0 3x−2y+5=0 4(5.0 p)A triangle has sides of length 10 cm, 8 cm and 9 cm.(a) Calculate, in degrees to the nearest 0.1∘ , the size of the largest  angle of this triangle.(b) Find, to 3 significant figures, the area of this triangle.