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What is the rule to the pattern 0 2 6 12?
It looks like it could be: 0 + 2 = 2 2 + 4 = 6 6 + 6 = 12 The next logical answers would be: 12 + 8 = 20 20 + 10 = 30 30 + 12 = 42 And so on...
What is the integral of 6x?
Add 1 to the coefficient and divide by that term. int[f(X) by the power rule is this.......X(n + 1)/nint(6X)= 6/2(X2)= 3X2 + C--------------
How do you rewrite ln5 plus 2ln6 as a single log?
you can add logarithms if they both have the same baseuse this rule if they both have the same base, a:logam+logan= loga(mxn)all you have to do is multiply the base numerals together (mxn) :)ln5+2ln6= loge(5)+2loge(6)simplify it usingnlogam= logam^n= loge(5)+loge(6)^2= loge(5)+loge(36)use the first rule at the very top= loge(5x36)=loge(180)
How do you find the derivative of y equals 7e-6x?
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What is the antiderivative 7x5-Cos x?
If the first term is 7x^5, ∫7x^5 -cox dx is the expression. You can split this up into two integrals if that helps you visualize the terms. ∫7x^5dx - ∫cox dx. We know that the antiderivative of cosx is sinx, so that is our second term. In the first term, we must undo the power rule, adding one to the power and multiplying by the reciprocal of the power. This gives us (7/6)x^6. So, our final antiderivative expression is (7/6)x^6-sinx+C, with C being an arbitrary constant.
