if-m27mprimeleft2right7-and-n25nprimeleft2right-5-find-the-value-of-mn2leftmnrig

Question

If m′(2)=$$7m^{\prime}$$\left(2\right)=7 and n′(2)=−$$5n^{\prime}$$\left(2\right)=-5, find the value of (m+n)′(2)\left(m+n\$$right)^{\prime}$$\left(2\right).

Accepted Answer

22

Answer

−35-35

Answer

−12-12

Answer

1212

If m′(2)=7m^{\(\prime\)}\(\left\)(2\(\right\))=7 and n′(2)=−5n^{\(\prime\)}\(\left\)(2\(\right\))=-5, find the value of (m+n)′(2)\(\left\)(m+n\(\right\))^{\(\prime\)}\(\left\)(2\(\right\)).

If $m prime of 2 equals 7$ and $n^{'} (2) = - 5$ , find the value of ${(m + n)}^{'} (2)$ .