Evaluate int[sin^3(θ)cos(θ)dθ] with u = sin(θ)
du/dθ = cos(θ), dθ = du/cos(θ)
The integral becomes:
int[u^3•cos(θ)du/cos(θ)]
= int[u^3•du]
= u^4/4 + C
Substitute u = sin(θ) to get back a function of θ:
sin^4(θ)/4 + C
I'm not sure if this is what you're asking, but You said 70 Shoes and Pants. I'm not entirely sure if you mean 70 shoes and 70 pants, but thats how I'm goig to solve this problem.
70 + 70 = 140
140 + 42 = 182
<u>182 Packages</u>
Answer: 4 times 6 minus 4 times 3
Make the first tumbler a multiplication symbol
Make the second tumbler a subtraction symbol
Make the third tumbler a multiplication symbol
Answer:
It would be the second question,
Step-by-step explanation:
y 7/8 x + 3/2
Geometric, hope this help
