Find the particular solution that satisfies the given condition.
= u3(t - 2t3); u = 1 at x = 0
A. u = 
B. u = 
C. u = 
D. u = 
Answer: C
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Arrange the polynomial in descending powers of the variable. Then find its degree and leading coefficient.6 - 7x
A. -7x + 6, degree: 2, leading coefficient: -7 B. -7x + 6, degree: 7, leading coefficient: -7 C. -7x + 6, degree: 1, leading coefficient: -7 D. -7x + 6, degree: 0, leading coefficient: 7
Use the Principle of Mathematical Induction to show that the statement is true for all natural numbers n.Show that the statement "
is a prime number" is true for 
, but is not true for 
.
What will be an ideal response?
Evaluate the expression for the given replacement values.x + z for x = 8.5, z = 0.69
A. 9.19 B. 18.38 C. 15.4 D. 7.81
Find fx(x, y).f(x, y) = e5xy
A. fx(x, y) = 5e5xy B. fx(x, y) = 5ye5xy C. fx(x, y) = 5ye5x D. fx(x, y) = 5(x + y)e5xy