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A university graduate standing on the ground fires a rocket into the atmosphere at a velocity of 4000 m/s at an angle of 20o to the vertical axis. Determine (g = 9.8 m/s2):
(a) The time of flight (3) (b) The maximum level
Riya took part in a maths quiz competition. To win the prize money she has to solve a tricky question at the end.For a given list of integers, write a program where all the integers in a given index range to be added.
She will be given M multiple ranges, where she should print the sum of numbers for each corresponding range.
Note: The limits in the range are both inclusive.
Input
The first line f input is space-separated integers.
The second line of input is a positive integer M denoting the number of index ranges.
The next M lines contain two space-separated integers of the range.
Output
The output should be M lines.
Each line contains an integer that represents the sum for the corresponding ranges.
Sample Input1
1 3 4 5 6
5
3 5
Sample Output1
12
[Please test the sample test cases and send the screenshots].Given that the sum of the first four term of an AP is 32, while the sum of the three next terms is 52. Calculate the sum of the first 10 terms of the sequence.
State whether the following statement is true or false and give reason in support of your answer
Non parametric tests are more powerful than the parametric tests.
State whether the following statement is true or false. Give reason in support of your answer.
(1) If the level of significance is the same, the area of the rejection region in a two tailed test is less than that in a one tailed test
G=GMm/r² where f is magnitude of the force m and m are the sizes of each mass r is the distance between the masses and G is a constant if both M and r are halved keeping all other values constant what is the ratio of the new force F1 to the original force f0 (F1/f0
In Newton’s rings experiment using light of two wavelengths , it is observed that 10 th order bright ring corresponding to wavelength 1 coincides with 15 th order dark ring corresponding to wavelength λ₂ when viewed by reflected light. Find the ratio of λ1 and λ₂
Assuming that the samples come from normal distribution, find the margin of error E given the following:
n = 16 and x̄ = 50 with s = 4.2, 95% confidence
the probability that applicants A, B and C are successful are 1/3, 2/3, 1/4 respectively. if the three were invited what is the probability that only two of them were successful
What is the new price if the government impose K2.00 to K10.00?
