Find the value of m and of n. Pemboleh ubah x dan y dihubungkan oleh persamaay =1000. Rajah 3menunjukkansebahagian garis lurus diperoleh dengan mempldog,, y melawan log, x.The variables x and yare related by the equation y =1000. Diagram 3 shows part of thestraight-line graph obtained by plottingog,o Y against log,, x.log10 y(-2, m)(n, 0)log 10 XRajah 3/ Diagram 3

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Answered: Pemboleh ubah x dan y dihubungkan oleh…

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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We say two numbers m and n are consecutive perfect squares when m is the square of a positive integer a, and n is the square of (a + 1). For example, 4 and 9 are consecutive perfect squares since 4 is the square of 2, and 9 is the square of 3. The year when a man was born and the year when he celebrated his 87th birthday are consecutive perfect squares. In what year was he born? Note: When a man was born, he was 0 years old. When a man celebrated his 87th birthday, he was 87 years old.
H3
1. Find the precision value of X7 and X8? No X₁ 1 98 2 101 3 102 4 97 5 101 6 100 7 103 8 98 9 106 10 99
Solve. 5x+3y+ z=24 X-3y+ 2z= -6 14x- 2y + 3z = 26 The solution set is { ) (Type an ordered triple.)
= Compute x3 in two ways: by computing x, and x₂, and by computing P³ P= 0.1 0.2 0.9 0.8 x₁ = ₁x₂ = (Simplify your answers.)
If a + b 6 2 s ab 5 5 8 Find the values of a and b
Solve for w. Enter your answer as a comma-separated list. 9w³ + 4w² = 0 15W + 1 W =
Jordan and Amari run a 200-meter race, and Jordan wins by 13 meters. They decide to run the 200-meter race again with Jordan starting 13 meters behind the starting line. Find the correct answer to each of the following parts (a) through (d). O A. Jordan wins the second race because Jordan can run a longer distance in a longer amount time. O B. Amari wins the second race because Amari has a shorter distance to run. O C. Amari wins the second race because Jordan is not fast enough to be able to catch up in time. OD. Jordan wins the second race because Jordan can run a longer distance in a shorter amount of time. b. Suppose Jordan starts 8 meters behind the starting line in the second race. Who wins the race? O A. Amari wins the second race because Amari has a shorter distance to run. O B. Jordan wins the second race because Jordan can run faster than Amari. O C. Amari wins the second race because Jordan is not fast enough to be able to catch up in time. O D. Jordan wins the second race…
The mean of y,y+3,1,y+4,y+6,y+1 is 7.Find the value of Cube of (y+5).
Find z
2. An auditorium has 20 seats in the first row, 24 seats in the second row, 28 seats in the third row, and so on. There are a total of 30 rows in the auditorium. How many people can be seated in the auditorium? Use the formula Sn = 7/7 (a₁ + an). a₁ = n = Sn = an =
find the Bezout coefficients and write the gcd (243, 715) a s a linear combination of 243 and 715.

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