Answer:
Interest paid = $2,095.30
Step-by-step explanation:
Gertrude takes out a $5,500 subsidized Stafford loan.
The loan has an interest rate of 6.8%, compounded monthly.
Present Value = $5,500.
Time period = 10 years. So N = 10 x 12 = 120 months.
Interest rate, R = 6.8/1200 = 0.005666667
Then PV = Pmt * [1 - (1+R)^(-N)]/(R)
5500 = Pmt * [1 - (1+0.005666667)^(-120)]/(0.005666667)
Pmt = $63.29418157
She made total repayment = 63.29418157 x 120 = $7,595.30
Interest paid = Total repayment - Loan Principal = $7,595.30 - $5,500 = $2,095.30
Interest paid = $2,095.30
Answer:
Interest to be paid = $2904
Step-by-step explanation:
As we know the formula of per month installments
By putting the value of P (loan applied for)=$5500
r (Monthly rate of interest)
n = number of monthly installments = 10×12 = 120
E.M.I.=$63.29
Total Installments of loan =120
Therefore total amount paid against loan = $63.39×120=7594.28
So interest paid = 7594.28-5500= $2094.28
Explanation
The two points in the diagram are (-2,-3) and (4,0).
We can form a right triangle and then compute the hypotenuse (using the pythagorean theorem). As a slightly related method, I'll use the distance formula.
The approximate distance is 6.7 units
A. 19 B. 17 C. -11 D. 21
The given expression is 5a+5b The given values of a and b are a=-6 ,b=-5
Substituting the values of a and b in the expression we have :
5a+5b= 5(-6)+5(-5)
= -30 -25 ( when a positive and a negative number is multiplied the result is a negative number)
-30-25=-55 (same signs are added)
The answer to the expression 5a+5b when a=-6 anf b=5 is -55.
[The given options are not correct.]
Cot² x - tan² x = 1 is not true for all the values of x, where x is a trigonometric angle.
Trigonometric angles are the ratios of trigonometric functions.
If we consider a right-angle triangle with an angle between base and hypotenuse is Ф then:
tan Ф = (height/base), and
cot Ф = 1/tan Ф = base/height
Given, Cot² x - tan² x = 1
This is not true for all the values of x. Here, x is a trigonometric angle.
If we take x = 45°, then: Cot² x - tan² x = (1)² - (1)² = 0.
Hence, the statement is not true for all the values of x.
Learn more about trigonometric angles here: brainly.com/question/14235900
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