Answer:
So
And
Step-by-step explanation:
Given;
ABCD is a parallelogram and opposite sides of this parallelogram are parallel that is 'AB' parallel with 'DC' and 'BC' parallel 'AD'
Now joint the point 'A' and 'C' and we get two different triangle 'ABC' and 'ADC',
Reason: Given then mention that Alternate Interior angles are equal for parallel lines.
Reason: Given then mention that Alternate Interior angles are equal for parallel lines.
Reason: Common side.
Then
∴
By using diagonal 'BD' we could flow similar argument to prove that and also
∴
A vertical compression implies a reduction in the y-values of the absolute value function. Therefore, the term that we use to accomplish the reduction cannot be attached to the x in the equation. If so, we would end up with a horizontal stretch, not a vertical compression.
Compression implies a reduction, or dividing, so our term will be 1/5. This should be placed outside of the absolute value bars so that the compression affects only the y-values.
Correct answer: B. g(x) = 1/5|x|
Hope this helps! :)
Answer:
Step-by-step explanation:
we have
we know that
substitute
Simplify
The improper fraction would be 319/25 :)) hope this helps
Answer:
∠ CDA = 32.3°
Step-by-step explanation:
See the given figure attached to this answer.
Draw perpendiculars from B and C on AD which is BE and CF.
Now, Δ ABE is a right triangle and AE² = AB² - BE² = 7.5² - 6² = 20.25
⇒ AE = 4.5 cm
Now, DF = AD - EF - AE = 24 - 10 - 4.5 = 9.5 cm {Since BC = EF}
And CF = BE = 6 cm.
Now, Δ CFD is a right triangle and
{Where β = ∠ CDA}
⇒ Degree.
So, ∠ CDA = 32.3° {Correct to one decimal place} (Answer)