The new lengths will be 17.5 and 12.5
multiply each dimension by the scale factor of 2.5
7 x 2.5 = 17.5
5 x 2.5 = 12.5
Hope this helps!
Creditworthiness is the answer
The value of the solution is 3π/2.
What is a trigonometric equation?
An equation involving one or more trigonometric ratios of unknown angles is called a trigonometric equation.
tan x/2 = -1
tanx/2 = tan(-π/4)
tanx=tanФ
⇒ The general equation of tanx=tanФ is
⇒ x=nπ+Ф
x/2=nπ+(-π/4)
at n=0
x/2=-π/4
x=-π/2
at n=1
x/2=π-π/4
x/2=3π/4
x=3π/2
learn more about trigonometric equations here :
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Disclaimer: The question was given incomplete on the portal. Here is the complete question.
Questions: Which value is a solution for the equation tan x/2 = -1?
A. 5pi/4
B. 7pi/4
C. 3pi/4
D. 3pi/2
Answer:
<h3>the quantitative relation between two amounts showing the number of times one value contains or is contained within the other.</h3>
- Ratio analysis consists of the calculation of ratios from financial statements and is a foundation of financial analysis.
- A financial ratio, or accounting ratio, shows the relative magnitude of selected numerical values taken from those financial statements.
- The numbers contained in financial statements need to be put into context so that investors can better understand different aspects of the company’s operations. Ratio analysis is one method an investor can use to gain that understanding.
<h3>Key Terms</h3>
- liquidity: Availability of cash over short term: ability to service short-term debt.
- ratio: A number representing a comparison between two things.
- ratio analysis: the use of quantitative techniques on values taken from an enterprise’s financial statements
- shareholder: One who owns shares of stock.
Step-by-step explanation:
Hope it is helpful....
Answer:
Brett is working in the chemistry lab trying to determine if he can predict the volume of three different gases (nitrogen, oxygen, and carbon dioxide) based upon the pressure applied to them. He kept all other characteristics of the gases constant. Brett performed the following analysis:
9-60 Graph
9-60 Residuals
Discuss the association, including slope and -squared.
Hint (a):
What is the residual with the greatest magnitude and what point does it belong to?
Hint (b):
Answer (b):
Using the LSRL model, estimate the volume of a gas at , and atmospheres. Use an appropriate precision.
Hint (c):
Answer (c):
How well would this linear model work in predicting more extreme pressures? Support your answer.
Hint (d):
