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The best way to do well in maths, is to learn where things come from. Mastering the basics makes everything else much easier! To start, consider the product ruleAnswered by Tom M. • Maths tutor2809 Views
Note this is an arithmetic series problem, so we use the equation: xn = a + d(n-1).Number of steps on the first floor is 'a', i.e. a = 150.Difference in the number of steps on each ...
Integration is essentially differentiation in reverse! So in the simpler cases instead of multiplying by the power of x and subtracting one from the power of x, you add one to the power of x and divide by...
The student can answer this in several ways. One using the simple, known identities csc= 1/sin, cot=1/tan, sec=1/cos, tan=sin/cos, sin^2 + cos^2 = 1 and basic algebra is the following:4csc^2 - cot^2...
Now: In 12 years:A:B A:B1:2x:2x x+12:2x+12 = 3:5x+12 = 2x+123 55(x+12) = 3(2x+12)5x + 60 = 6x + 36x = 24A:B Adam = 24, Bob = 48x:2x24:2(24)24:48
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