Tuscalooss CityS Phys Ed Elective, Grades10-12: XO STI InformationNow Home Por XDeltaMathCOdeltamath.com/student/solve/12608208/custom1611688123687TCS Pookmarks Access Denied > Ba.E Untitled document .DeltaviathStudent Help( BackGive upShow ExamplRecord: 2/10 Score: o Penalty: 1 offComplete: 209Tatayana ReynoldsDirect and Inverse VariationFeb 03, 9:21:35 AMIf p and q vary inversely and p is 22 when q is 5, determine q when p is equalto 2.perty of Tuscaloosa City SchoolsのTCS-0000540881hpDII#324&46.78.9.Wery# 3m

Name: Tuscalooss CityS Phys Ed Elective, Grades10-12: XO STI InformationNow
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Description: Tuscalooss CityS Phys Ed Elective, Grades10-12: XO STI InformationNow Home Por XDeltaMathCOdeltamath.com/student/solve/12608208/custom1611688123687TCS Pookmarks Access Denied > Ba.E Untitled document .DeltaviathStudent Help( BackGive upShow ExamplRe

Given that P and q varies inversely. Then, p α 1q and p =k1q where k is the constant of…

Answered: If p and q vary inversely and p is 22…

Algebra and Trigonometry (6th Edition)

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ISBN:9780134463216

Author:Robert F. Blitzer

Publisher:Robert F. Blitzer

ChapterP: Prerequisites: Fundamental Concepts Of Algebra

Section: Chapter Questions

Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...

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Tuscalooss City
S Phys Ed Elective, Grades10-12: X
O STI InformationNow Home Por X
DeltaMath
CO
deltamath.com/student/solve/12608208/custom1611688123687
TCS Pookmarks Access Denied > Ba.
E Untitled document .
Deltaviath
Student Help
( Back
Give up
Show Exampl
Record: 2/10 Score: o Penalty: 1 off
Complete: 209
Tatayana Reynolds
Direct and Inverse Variation
Feb 03, 9:21:35 AM
If p and q vary inversely and p is 22 when q is 5, determine q when p is equal
to 2.
perty of Tuscaloosa City Schools
の
TCS-0000540881
hp
DII
#3
24
&
4
6.
7
8.
9.
W
e
r
y
# 3m

Expert Solution

Step 1

Given that P and q varies inversely.

Then, $p α \frac{1}{q}$ and $p = k \frac{1}{q}$ where k is the constant of proportionality.

Note that, p=22 when q=5. Then,

$22 = k \frac{1}{5} k = 110$

Now, substitute p=2 and k=110 in $p = k \frac{1}{q}$ .

$2 = 110 \frac{1}{q} q = 55$

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