Q: How do i find the value of p in mathematical problem?

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p=3 !

F = Future value P = Present Value i = Intrest Rate n = no. of years Therefore, the formula for future value of present amount :- F= P (1+i)n

The probability of observing a z value equal to or more extreme than 1.50 is 0.1336

ABCD is a squre. forces of magnitudes 1,2,3,P, and Q units act along AB, BC, CD, DA and AC respectively. find the value of P and Q so that the resultant of five forces is a couple

P2 + 13p - 30 = 0 Answer: p= -15, p = 2

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Normally you would find the critical value when given the p value and the test statistic.

D. N. P. Murthy has written: 'Mathematical modelling' -- subject(s): Mathematical models

Among others, you can find collections of math words at the site MathWords.

You need to perform the Z-test on the calculator to find the P-value. The data should be entered by pressing "STAT". Here is a link to guide you; http://calculator.maconstate.edu/mean_test_z/index.html

It is 12*P*P*P whose value will depend on the value of P.

The problem as stated does not allow for a solution for the value of S, however, the problem can at least be somewhat simplified. If m = p/5, then p + m can also be written as p + p/5, which simplifies to 1.2p so S = 1.2p

first find p(1) n prove dat its lhs n rhs r the same then go the assumption ie,P(k) then asume it to be true n assume it to be true with P(k=1) ,at last dependin on your problem prove that lhs=rhs{tip: dont loose ur hope cuz it distroys evrithin} ;)

p=3 !

F = Future value P = Present Value i = Intrest Rate n = no. of years Therefore, the formula for future value of present amount :- F= P (1+i)n

If I'm reading in between line corectly if p is 1 that is the approximation. If this did not answer the problem feel free to contact me.

The point P can represent various types of solutions depending on the context. It could be a solution to a mathematical equation, a coordinate on a graph, a data point in a dataset, or a key point in a problem-solving scenario.

The probability of observing a z value equal to or more extreme than 1.50 is 0.1336