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Maths
A Level

A ball is thrown vertically upwards with a speed of 24.5m/s. For how long is the ball higher than 29.4m above its initial position? Take acceleration due to gravity to be 9.8m/s^2.

To find how much time the ball spends above 29.4m, we need to find the times at which the ball is at 29.4m above its starting point, and then calculate the difference between these times. Ac...

Answered by Sherry B. Maths tutor
10712 Views

What is the difference between permutations and combinations?

The main difference is that order of objects matters for permutations. Both involve choosing objects from a group of size n. Permutations are used to ...

Answered by Oliver P. Maths tutor
3645 Views

F ind all values of x in the range 0° <= x <= 180° satisfying tan(x+45°)= 8tan(x)

tan(x)+tan(45)/1-tan(x)tan(45) = 8tan(x)

8tan2(x)-7tan(x)+1=0

tan(x)=0.6952 or 0.1798

x = arctan(0.6952) = 34.8070 deg and arctan(0.1798) = 10.1932 deg

Answered by Tomos M. Maths tutor
5531 Views

Solve integral [3x^2 (x^3 + 1)^6] dx

Using the substitution u = x3+1 the answer can be found 

(x3+1)7/7 + C

Answered by Kathryn S. Maths tutor
6428 Views

Find the values of k for which the equation (2k-3)x^2 - kx + (k-1) = 0

A quadratic equation has two equal roots when its discriminant is equal to 0. Calculating the discriminant of the given equation: D = k2 - 4(k-1)(2k-3) = k2 - 8k2+20k-12...

Answered by Katerina P. Maths tutor
4128 Views

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