Calculate the monthly payment of the following mortgages:Mortgage Amount: $146,800.00
APR: 5.25 %
Term: 30 years
Mortgage Amount: $113,400.00
APR: 5 %
Term: 15 years
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Related Questions
10.5 in the form a/b
Latex paint sells for $22 per gallon and will cost you $154 to paint your room. If each gallon will cover 340 square feet, how many square feet of wall space do you have in your room?
What two numbers add up to -15 & can be multiplied to get 56
2 What is (2 + 0.4 + 0.6)= ?
–4
2
32
Answers
Evaluating the function,f(x) = –2x² – 3x + 5 for x = -3, we would have: f(-3) = -4. (option B).
How do you Evaluate a Function?
To evaluate a function, plug in the given value of the input (x) and simplify.
Thus:
f(x) = –2x² – 3x + 5
Substitute x = -3 into the function
f(-3) = –2(-3)² – 3(-3) + 5
f(-3) = -2(9) + 9 + 5
f(-3) = -4
Therefore, evaluating the function,f(x) = –2x² – 3x + 5 for x = -3, we would have: f(-3) = -4. (option B).
Learn more about evaluation of function on:
Answer:
The correct answer is -4.
Step-by-step explanation:
have a good day yall
Answers
Using mathematical operations, we know that 76 is not a reasonable answer and 174 songs in actuality can be downloaded.
What are mathematical operations?
- Calculating a value using operands and a math operator is referred to as performing a mathematical "operation."
- The math operator's symbol has predetermined rules that must be applied to the supplied operands or numbers.
- In mathematics, addition, subtraction, multiplication, division, and modular forms are the five basic operations.
So, the number of songs Coleton can download more are:
- Total capacity: 1000 minutes
- Songs downloaded: 304 minutes
- Each song length: 4 minutes
More songs that can be downloaded:
- 1000 - 304 = 696
- 696/4 = 174
So, 174 more songs can be downloaded.
Therefore, using mathematical operations, we know that 76 is not a reasonable answer and 174 songs in actuality can be downloaded.
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Answer:
No 76 is not a reasonable answer. 174 is a reasonable answer.
Step-by-step explanation:
76×4=304
304+304=608
375×4=1500
174×4=696
696×4=2784
Answers
if the width is two times the height when you flip that you get that the height is half of the width
So first you find that half of 24 is 12... this is our width
Now, what is half of 12... 6, this is our height
simple math tells us that to find the area you multiply that height and the width
6 * 12 = 72
so the area of the poster is 72 inches
Answers
(a) A + B: The result is -4i - 6j, with a magnitude of 2√13 and a direction angle of arctan(3/2).
(b) A - B: The result is -2i + 6j, with a magnitude of 2√10 and a direction angle of arctan(-3).
The given vectors are:
B = -i - 4j
A = -3i - 2j
(a) A + B:
To add two vectors,
Simply add their corresponding components.
So, A + B = (-3i - 2j) + (-i - 4j)
Combining the i-components, we get:
-3i - i = -4i.
And combining the j-components, we get:
-2j - 4j = -6j.
Therefore, A + B = -4i - 6j.
To find the magnitude of A + B,
Use the Pythagorean theorem:
|A + B| = ,
Where x is the magnitude of the i-component and y is the magnitude of the j-component.
In this case,
x = -4 and y = -6,
So: |A + B| =
|A + B| = 2√13
To find the direction angle of A + B,
Use the arctan function:
θ = arctan(y / x),
Where y is the j-component and x is the i-component.
In this case,
x = -4 and y = -6,
so: θ = arctan(-6 / -4)
θ = arctan(3/2)
Therefore, the magnitude of A + B is 2√13 and the direction angle is arctan(3/2).
(b) A - B:
To subtract two vectors,
Subtract their corresponding components.
So, A - B = (-3i - 2j) - (-i - 4j).
Combining the i-components, we get:
-3i + i = -2i.
And combining the j-components, we get:
-2j - (-4j) = 2j + 4j = 6j.
Therefore, A - B = -2i + 6j.
To find the magnitude of A - B,
Use the Pythagorean theorem:
,
Where x is the magnitude of the i-component and y is the magnitude of the j-component.
In this case,
x = -2 and y = 6,
so:
|A - B| = 2√10
To find the direction angle of A - B,
Use the arctan function:
θ = arctan(y / x),
Where y is the j-component and x is the i-component.
In this case, x = -2 and y = 6,
so:
θ = arctan(6 / -2)
θ = arctan(-3)
Therefore,
The magnitude of A - B is 2√10 and the direction angle is arctan(-3).
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The complete question is:
For vectors B =−i −4j and A =−3i −2j ,
Calculate (a) A + B and its magnitude and direction angle, and (b) A − B and its magnitude and direction angle.
The resulting vectors after adding and subtracting vectors A and B are A + B = -4i - 6j with a magnitude of 7.21 and A - B = -2i + 2j with a magnitude of 2.83. The direction angle for the vectors are calculated using arctan of the absolute value of the components' ratios.
For vectors B = -i - 4j and A = -3i - 2j, you first need to add and subtract these vectors component-wise to get the resulting vectors. Addition gives A + B = -i + (-3i) + -4j + (-2j) = -4i - 6j, whereas subtraction gives A - B = -3i - (-i) + -2j - (-4j) = -2i + 2j.
The magnitude of a vector is calculated by the Pythagorean theorem: (magnitude of A+B) = sqrt((-4)^2 + (-6)^2) = 7.21 and (magnitude of A-B) = sqrt((-2)^2 + 2^2) = 2.83.
The direction angle is found using arctan(|Ay / Ax|), but adjustment must be made depending on the quadrant of the resulting vector. In conclusion, (a) A + B = -4i - 6j, |A + B| = 7.21, angle = arctan(6/4), and (b) A - B = -2i + 2j, |A - B|= 2.83, angle = arctan(2/2).
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2nd coin is tossed 250 times so that P(heads) = 0.25.
3rd coin is tossed 16 times and gives P(tails) = 9/16
4th coin is tossed 25,000 times and gives 12,505 heads.
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If a fair coin is tossed a great many times, you
expect the results to be 50-50 or close to it.
First coin: 24 and 26. 48% and 52%.
Second coin: 25% and 75% .
Third coin: 9/16 and 7/16. 56.25% and 43.75% .
Fourth coin: 12,505 and 12,495 . 50.02% and 49.98% .
If I'm betting my own jellybeans, then I would not go anywhere near
the second coin, and I'm not all that happy with the third coin either.
Answers
Answer:
109
Step-by-step explanation:
3^2=9 -10^2=100