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Solve the equation xdy/dx−ay=x+1, where a is a constant
Find the implicit solution of y′=2x+y/5y4+1,y(2)=1
Find the general solution dydx=2y2+3xy/x2
Solve the initial value problem (1+y2)dx+(1+x2)d,y(0)=−1
Solve the initial value problem y′−ay=0,y(x0)=y0
Find the general solution of y′+2y=x3e−2x
what is 1/2% equivalent to?
what is the identity element in multiplication?
Prove that $\sum_{i=1}^s a_i=2^{n}-1-\sum_{i=s+1}^n a_i=2^s-1. Note that $\sum_{i=1}^n=2^n-1.
The amount of Chilies that are produced each year by a farmer in Lali
Village is normally distributed. The standard deviation of the bags of
chilies is identified as 0.04 grams. Chilies that too small and unripe are not
bagged. Using your knowledge of hypothesis testing and a 95%
confidence level, execute a two – tailed to prove the claim that μ = 0.50
grams. The sample mean is 0.51 grams and the sample size is 25 bags of
chilies.
Village is normally distributed. The standard deviation of the bags of
chilies is identified as 0.04 grams. Chilies that too small and unripe are not
bagged. Using your knowledge of hypothesis testing and a 95%
confidence level, execute a two – tailed to prove the claim that μ = 0.50
grams. The sample mean is 0.51 grams and the sample size is 25 bags of
chilies.
