Write an inequality that describes the situation: The environmental club is raising money by collecting scrap metal and selling it to the recycling center. To meet their goal, they need to gather at least 1,000 pounds of aluminum. Each soda can is about 0.01 pounds of aluminum. One member's father is a mechanic and donates 400 pounds of aluminum car body parts. Use \( x \) to represent the number of cans collected by the club. \( 0.01 x+400>1000 \) \( 0.01 x-400 \leq 1000 \) \( 0.01 x-400<1000 \)

Discuss the woman in your life you are closest with (mother, grandmother, sister, cousin, friend). Like Thi Bui in this panel, do you see that person in yourself?

Consider the function \( f(x)=1-7 x^{2},-5 \leq x \leq 1 \). The absolute maximum value is and this occurs at \( x= \) The absolute minimum value is and this occurs at \( x=\square \)

If \( \overline{B O} \) is both the altitude and median of \( \triangle A B C \) then \( \triangle A B C \) is A. cannot determine B. isosceles C. acute scalene D. obtuse scalene

Find the linear approximation of \( f(x)=\ln x \) at \( x=1 \) and use it to estimate \( \ln (1.32) \), \( L(x)=\square \) \( \ln 1.32 \approx \square \)

Find the domain and range of: \[ f(x, y)=\sqrt{x} \sqrt{x^{2}+y^{2}} e^{1-y^{2}} \]