Solve the sin x = 1/5.
Round to the nearest whole degree.
What is 12 and 168 degrees.
100
Write as a simple fraction or whole number (1/32)^(-6/5)
What is 64.
100
Let t(x)= x^2 + 1 and m(x)=x -6. Findt(m(5)).
What is 2.
100
Evaluate without using a calculator.
log (1,000,000)
What is 6.
200
State the y-intercept of the cosine graph.
What is 1.
200
State the exact answer(s) from
0
What is 30 and 150 degrees.
200
Simplify. Assume x > h0 and y>0. (625x^4y^8)^(1/4)
What is 5xy^2
200
Let t(x)= x^2 + 1 and m(x) = x -6. Find m(t(x)).
What is x^2 - 5
200
Solve. logx (8) = 3/4
What is x = 16.
300
State the domain and range of the sine function.
What is D= all real numbers.
R= -1 less than or equal to y less than or equal to 1.
300
Given triange JKL and m
What is 38 degrees.
300
A bank account pays 3.75% interest compounded daily. If you deposit $200 in the account and leave it untouched for 5 years, how much will be in the account then?
What is $241.24
300
Rationalize the denomimnator of 6/ sqrt(2).
What is 3sqrt(2)
300
Solve. 7^x = 343
What is x =3.
400
State the x-intercepts of the sine functions.
What is multiples of 180 degrees or even multiples of 90 degrees.
400
Triangle RST,
What is 115
400
A bond paying 5.4% interest compounded monthly for 8 years has matured giving the investor $5000. How much did the imvestor pay for the bond 8 years ago?
What is $3,249.19
400
Find all reall solutions. Round irrtional answeres to the nearest tenth. (x +1)^(1/3) - 9 =16
What is 15,624
400
Solve and round to the nearest hundredth. e^z =22.
What is 3.09
500
What are the x intercepts of the cosine functions.
What is odd multiples of 90 degrees.
500
In triangle ABC, m
What is no solutions.
500
State the domain and range of y = x^4
What is D= all real number R= all real numbers greater than or equal to zero.
500
Rationalize the denominator.
3/(sqrt (5) - 1)
What is 3(sqrt(5) +1)/4
500
Give the equation of the asymptotes of the graph of y = 30(1.03)^x