if d/dx (.........)=x^4.fill in the blanks
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let a y in the fill in the blanks
Dy/dx = x⁴
dy = x⁴dx
integrate both sides
∫ dy = ∫ x⁴dx
y = (x^5)/5 + c
where c is an arbitrary constant
Dy/dx = x⁴
dy = x⁴dx
integrate both sides
∫ dy = ∫ x⁴dx
y = (x^5)/5 + c
where c is an arbitrary constant
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