BR MATHS CLASS
Senior maths faculty from Andhra pradeshHI EVERYONE, I AM BALAJI RAO, WORKING AS MATHEMATICS FACULTY FROM PAST 19 YEARS, MY MAIN INTENTION TO START THIS CHANNEL IS TO HELP STUDENTS TO LEARN MATHEMATICS EASILY.
BR MATHS CLASS IS ALL ABOUT HELP STUDENTS TO LEARN MATHS EASILY, YOU CAN FIND VIDEOS ON CALCULUS,GEOMETRY,TRIGONOMETRY AND ALGEBRA
YOU CAN FIND EASY METHODS TO UNDERSTAND CONCEPTS LIKE CALCULUS,ALGEBRA, GEOMETRY AND TRIGONOMETRY
BR MATHS CLASS IS FOR THE STUDENTS WHO ARE STUDYING CLASS 11,CLASS 12 STUDENTS,NCERT CLASS 11,NCERT CLASS 12,JEE MAIN, JEE ADVANCED,AFTER 10TH STANDARD STUDENTS AND 10TH STANDARD STUDENTS,ICSE CLASS 11,ICSE CLASS 12,CBSE CLASS 11,CBSE CLASS 12,PRE CALCULUS,+1AND +2 STUDENTS
TRICKS TO LEARN MATHEMATICS EASILY, TIPS TO LEARN MATHEMATICS EASILY, LEARN MATHEMATICS WITHOUT DIFFICULTIES
BR MATHS CLASS says "DON'T WORK HARD, WORK SMART"
THE SMART WORK IS (PROPER PLANNING + ACTION = SUCCESS) PLANNING
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In a survey of 220 students of a higher secondary school, it was found that atleast 125, atmost 130
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The interval in which the function f(x)= x^x is strictly Increasing is || jee 2024 pyq maths
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RELATIONS JEE PYQ
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If g(x) a polynomial satisfying g (x) • g (y) = g(x) + g(y) + g(xy) -2, VX, Y E R g(2) = 5 then g(3)
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let A = {1,2,3,4,5,6, 7} then relation R = {(Х,У) АХА: x+ y = 7} | jee pyq relations aprill 2023
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The number of solutions of equation log 1/2 |sin x| = 2 - log 1/2 |cos x| in the interval [0, 2pi]
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RELATIONS AND FUNCTIONS EX 1.1 Q.NO 9
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RELATIONS AND FUNCTION CLASS 12TH EX 1.1 Q.NO 7,8
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RELATIONS AND FUNCTI0NS CLASS 12 TH MATHS EX 1.1 Q.NO 5,6
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CLASS 12 TH MATHS RELATIONS AND FUNCTIONS EX 1.1 Q.NO 2,3,4
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RELATIONS AND FUNCTIONS EX 1.1 Q.NO 1 (V ) a,b,c,d,e
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RELATIONS AND FUNCTIONS EX 1.1 Q.NO 1 SOLUTIONS
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RELATIONS AND FUNCTIONS EX 1.1 Q.NO 1 SOLUTIONS
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RELATIONS AND FUNCTION || REFLEXIVE RELATION || SYMMETRIC RELATION || TRANSITIVE RELATION
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EQUIVALENCE RELATION
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TRANSITIVE RELATION
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REFLEXIVE RELATION || RELATIONS AND FUNCTIONS || REFLEXIVE
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RELATIONS AND FUNCTIONS
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SETS || KCET || SET THEORY
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DEFINITION OF HYPERBOLA AND ITS DERIVATION
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DEFINITION OF HYPERBOLA || HYPERBOLA DEFINITION
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