What is the 52nd number of pi?

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Answer 1

Answer: 5 is the 52nd number in pi

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Need help with 13,
I don’t get it :/

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USE SUBSTITUTION FOR 3A+4S=57, 2A+8S=86 to find adult=$7 student=$9
CHECK STEP: 3(7)+4(9)=57
21+36=57 TRUE

If t is any real number, prove that 1+(tant)^2=(sect)^2

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$1+\left(tant\right)^2=\left(sect\right)^2\n\nL=1+\left((sint)/(cost)\right)^2=1+(sin^2t)/(cos^2t)=(cos^2t)/(cos^2t)+(sin^2t)/(cos^2t)=(cos^2t+sin^2)/(cos^2t)=(1)/(cos^2t)\n\n=\left((1)/(cost)\right)^2=(sect)^2=R\n\n====================================\n\n\ntanx=(sinx)/(cosx)\n\nsin^2x+cos^2x=1\n\nsecx=(1)/(cosx)$

Which shows 602 − 402 being evaluated using the difference of squares method?602 − 402 = (3600 + 1600)(3600 − 1600) = 10,400,000
602 − 402 = 3600 − 1600 = 2,000
602 − 402 = (60 − 40)2 = 202 = 400
602 − 402 = (60 + 40)(60 − 40) = (100)(20) = 2,000

Answers

The right answer for the question that is being asked and shown above is that: "602 − 402 = (3600 + 1600)(3600 − 1600) = 10,400,000" The equation that shows 602 − 402 being evaluated using the difference of squares method is that 602 − 402 = (3600 + 1600)(3600 − 1600) = 10,400,000

Answer:

Step-by-step explanation:

Darryl’s credit card has a minimum monthly payment of 2.51% of the card’s balance. If Darryl currently owes $1,431.72, what is his minimum payment, to the nearest cent? a. $29.95 b. $33.67 c. $2.99 d. $35.94