The length of the river Koyukuk, from Brook to Yukon, is 470 mi. Fin..
The length of the river Koyukuk, from Brook to Yukon, is 470 mi. Find the length of the river in kilometers. => 766.7 or 756.7 or 786.7 or 776.7..
If ∫x² +6x- 33x³ - 4x² -&..
If ∫ x ² + 6 x - 3 3 x ³ - 4 x ² - 9 x + 3 6 d x = ln ( | ( x - k ) ( x - 3 ) x + 3 |) + C, then evaluate ∫ 6 k d x . => 6 x + C or - 24 x + C or 4 x + C or 24 x + C..
Evaluate: lima→0 [sina+sin2a+sin3a+...+sin 30asina+sin3a+sin..
Evaluate: lim a → 0 [ sin a + sin 2 a + sin 3 a + . . . + sin 3 0 a sin a + sin 3 a + sin 5 a + . . . + sin 9 a ] => 93 or 186 / 5 or 93 / 5 or 930 or 0..
Simplify: (3z²+19z+20)(3z²+ 10z+8)÷ (z&sup..
Simplify: ( 3 z ² + 1 9 z + 2 0 ) ( 3 z ² + 1 0 z + 8 ) ÷ ( z ³ + 1 2 5 ) ( z ² - 4 ) => z - 2 z ² - 5 z + 2 5 or z - 2 z ² + 5 z + 2 5 or z + 2 z ² - 5 z + 2 5 or z - 2 z ² - 5 z - 2 5..
Simplify:4(x - 3)x(x - 3)
Simplify: 4 ( x - 3 ) x ( x - 3 ) => 2 x - 3 or 2 3 x or x - 3 x or 2 x..
Find the value of 14 + 233.
Find the value of 1 4 + 2 3 3 . => 1 1 + 1 or 1 1 - 3 or 1 1 + 3 or - ( 1 1 + 3 )..
Solve 3x + 1 = x - 4 + 3.
Solve 3 x + 1 = x - 4 + 3. => 8 and 5 or 0 or no solution or 1 and 4..
Solve:3x + 1 = x - 4 + 3
Solve: 3 x + 1 = x - 4 + 3 => no solution or 8 and 5 or 1 and 4 or 0..
Simplify: cos 3θ + i sin 3θcos&nb..
Simplify: cos 3 θ + i sin 3 θ cos θ + i sin θ => (cos 4 θ + i sin 4 θ ) or 1 or 3 or (cos 2 θ + i sin 2 θ )..
Simplify: (cos θ+ i sin θ)6cos 3&..
Simplify: ( cos θ + i sin θ ) 6 cos 3 θ + i sin 3 θ => cos 3 θ + i sin 3 θ or cos 18 θ + i sin 18 θ or cos 2 θ + i sin 2 θ or cos 9 θ + i sin 9 θ..
See what our Users say :
Explained everything so well and did everything quickly.Amazing tutoring. My most favourite. Helped me a lot! :D
Tutors are AMAZING, and They helped me understand every single part of the problem and because of the way they explained everything, i had no questions to ask. It was a learning experience to remember. :)
Very good patient and encouraing than my school teacher. I would love to study with tutor vista rather than going to school.
It was fun! It showed me a easier way to do multiplication with bigger numbers,Thank you all - Christian