Challenge
Math 4
Quiz
PRESS START
LEVEL 1 OF 5
( 5 x 5 ) – 16/4
21
2 ¼
100
LEVEL 1 OF 5
CORRECT!
NEXT
LEVEL 1 OF 5
INCORRECT!
TRY AGAIN!
LEVEL 2 OF 5
If Logx (1 / 8) = - 3 / 2, then x is equal to
-4
LEVEL 2 OF 5
CORRECT!
NEXT
LEVEL 2 OF 5
INCORRECT!
TRY AGAIN!
LEVEL 3 OF 5
If Log 4 (x) = 12, then log 2 (x / 4) is equal to
11
46
22
LEVEL 3 OF 5
CORRECT!
NEXT
LEVEL 3 OF 5
INCORRECT!
TRY AGAIN!
LEVEL 4 OF 5
For x greater than or equal to zero and less than or equal to 2 π, sin x and cos x are both decreasing on the intervals
(π , 3 π / 2)
(0 , π/2)
(π/2 , π)
(π , 3 π / 2)
LEVEL 4 OF 5
CORRECT!
NEXT
LEVEL 4 OF 5
INCORRECT!
TRY AGAIN!
LEVEL 5 OF 5
Solve the equation below.
5√(3+2x ) - 3√(x+4 ) = 0
x = 39/59
x = 12/17
x = 37/41
LEVEL COMPLETE
CONGRATULATIONS!
0 SUCCESSFUL ANSWERS
1-2 SUCCESSFUL ANSWERS
3-4 SUCCESSFUL ANSWERS
5 SUCCESSFUL ANSWERS
LEVEL 5 OF 5
INCORRECT!
TRY AGAIN!
Math 5
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Created on September 25, 2019
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Transcript
Challenge
Math 4
Quiz
PRESS START
LEVEL 1 OF 5
( 5 x 5 ) – 16/4
21
2 ¼
100
LEVEL 1 OF 5
CORRECT!
NEXT
LEVEL 1 OF 5
INCORRECT!
TRY AGAIN!
LEVEL 2 OF 5
If Logx (1 / 8) = - 3 / 2, then x is equal to
-4
LEVEL 2 OF 5
CORRECT!
NEXT
LEVEL 2 OF 5
INCORRECT!
TRY AGAIN!
LEVEL 3 OF 5
If Log 4 (x) = 12, then log 2 (x / 4) is equal to
11
46
22
LEVEL 3 OF 5
CORRECT!
NEXT
LEVEL 3 OF 5
INCORRECT!
TRY AGAIN!
LEVEL 4 OF 5
For x greater than or equal to zero and less than or equal to 2 π, sin x and cos x are both decreasing on the intervals
(π , 3 π / 2)
(0 , π/2)
(π/2 , π)
(π , 3 π / 2)
LEVEL 4 OF 5
CORRECT!
NEXT
LEVEL 4 OF 5
INCORRECT!
TRY AGAIN!
LEVEL 5 OF 5
Solve the equation below. 5√(3+2x ) - 3√(x+4 ) = 0
x = 39/59
x = 12/17
x = 37/41
LEVEL COMPLETE
CONGRATULATIONS!
0 SUCCESSFUL ANSWERS
1-2 SUCCESSFUL ANSWERS
3-4 SUCCESSFUL ANSWERS
5 SUCCESSFUL ANSWERS
LEVEL 5 OF 5
INCORRECT!
TRY AGAIN!