Answer:
Step-by-step explanation:
2x+2 would be the expression
Answer:
117.657
Step-by-step explanation:
Line up your decimals take out your decimals and put them in after you solve
769
*153
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So if you know long multiplecation then you will find your answer
Good luck hope this helps :)
~Animaljamissofab ♥
Answer:
sin A = cos B is TRUE
csc A = sec A is FALSE
tan A = cot B is TRUE
Step-by-step explanation:
<em>Let's review the basics of trigonometry and what each ratio means. We will base our discussion with respect to the triangle shown in the picture attached.</em>
For any right triangle, <em>the side opposite of the right angle is called the </em><em>"hypotenuse"</em>. The other two sides are legs of the triangle. Those are also called "opposite" side and "adjacent". Which one is which depends on the angle (besides the right angle) we are looking at.
<u><em>With respect to the angle θ, the "opposite" side would be "b" and the adjacent side would be "a" and of course, c is the hypotenuse. If we were to look from the other angle, then "opposite" would have been "a" and adjacent would have been "b".</em></u>
<u>Trigonometric Ratios:</u>
6 trigonometric ratios (sin, cos, tan, csc, sec, & cot) are ratios of one side to another. Below are the relationships give:
- Sin θ is the ratio of opposite to hypotenuse
- Cos θ is the ratio of adjacent to hypotenuse
- Tan θ is the ratio of opposite to adjacent
- Csc θ is the ratio of hypotenuse to opposite
- Sec θ is the ratio of hypotenuse to adjacent
- Cot θ is the ratio of adjacent to opposite
<u>Let's solve our problem now:</u>
For our image given in this problem, we will figure out the ratios and see if the 3 equations hold true or not.
<u>Sin A = Cos B</u>
Sin A = 
Cos B = 
These two are equal. So this statement is TRUE.
<u>Csc A = Sec A</u>
Csc A = 
Sec B = 
These two are NOT equal. So this statement is FALSE.
<u>Tan A = Cot B</u>
Tan A = 
Cot B = 
These two are equal. So this statement is TRUE.
Answer:
Don't see the steps... but I will solve it and put the property next to each step I perform... And we will just hope my steps are exactly the same as theirs and my wording of the property is exactly the same as theirs.
3x-2>-4 Given
3x-2+2>-4+2 Addition property of Equality
3x+0>-2 Simplification and Inverse Property of Addition for -2+2
3x >-2 Simplification and Identity Property of Addition for 3x+0
3x/3 >-2/3 Division property of Equality
1x >-2/3 Inverse property of Multiplication for the 3*1/3 part
x >-2/3 Identity property of Multiplication for the 1x part