Where would 129 be on a mod 13 clock (which goes from 0 to 12 )? What is the remainder when 129 is divided by 13?

Write the prime factorization of the number using exponents. 280

$M$ is the midpoint of $\overline{AB}$

$$AM = 14$$

$$MB = 3x - 10$$

Find $x$ and $AB$.

Determine the relative rate of change of y with respect to x for the given value of x. $y=\frac{x}{x+1} ; x=1$

Find the indicated partial derivatives. $w=e^{x+y+z} \ln (x y z) ; \quad \partial^{3} w / \partial z \partial y \partial x$

A company weighs each 16-ounce bag of flour it produces. After production, any bag that does not weigh within 0.4 ounce of 16 ounces cannot be sold. Solve the equation |x-16|=0.4 to find the least and greatest acceptable weights of a 16-ounce bag of flour.

An auto parts company manufactures distributors, sparkplugs, and magnetos at two plants, I and II. Matrix X represents the production of the two plants for retailer X, and matrix Y represents the production of the two plants for retailer Y. Write a matrix that represents the total production at the two plants for both retailers, where

Solve the differential equations. $y^{\prime}-f^{\prime}(x) e^{f(x)-y}=0 \quad y(0)=f(0)$

Add all necessary punctuation marks. Cross out incorrect punctuation, abbreviations, and numbers using the delete symbol. Write the correct form above the line. Juans sister-in-laws car had a flat tire near Fifty-Eighth Street.

State which properties of the real numbers are being used. $\frac{a}{b}=\frac{1}{b} \cdot a$

a. A candle begins burning at time t=0. Its original height is 12 in. After 30 min the height of the candle is 8 in. Draw a graph showing the change in the height of the candle. b. Write an equation that relates the height of the candle to the time it has been burning. c. How many minutes after the candle is lit will it burn out?

Solve the inequality. Then graph the solution set on the real number line. $-11 \leq 1+4(x+1)<13$

Copy and complete the statement using the correct inequality symbol. If $2 x \leq-8$, then x____-4.

Find the real solution(s) of the equation involving rational exponents. Check your solution(s). $(x-5)^{2 / 3}-16=0$