Bereken de afgeleide van volgende veeltermen
\( \afg { 1 } = \answer [onlineshowanswerbutton]{0 }\)
\( \afg { x } = \answer [onlineshowanswerbutton]{1 }\)
\( \afg { x^2 } = \answer [onlineshowanswerbutton]{2x }\)
\( \afg { x^3 } = \answer [onlineshowanswerbutton]{3x^2 }\)
\( \afg { x^4 } = \answer [onlineshowanswerbutton]{4x^3 }\)
\( \afg { x^5 } = \answer [onlineshowanswerbutton]{5x^4 }\)
Bereken de afgeleide van volgende veeltermen
\( \afg { x + 1 } = \answer [onlineshowanswerbutton]{1} \)
\( \afg { x + 2 } = \answer [onlineshowanswerbutton]{1} \)
\( \afg { x + 3 } = \answer [onlineshowanswerbutton]{1} \)
\( \afg { 2x + 1 } = \answer [onlineshowanswerbutton]{2} \)
\( \afg { 2x + 2 } = \answer [onlineshowanswerbutton]{2} \)
\( \afg { 2x + 3 } = \answer [onlineshowanswerbutton]{2} \)
\( \afg { 3x + 1 } = \answer [onlineshowanswerbutton]{3} \)
Bereken de afgeleide van volgende veeltermen
\( \afg {x^2 + 1 } = \answer [onlineshowanswerbutton]{2x } \)
\( \afg {x^2 + 2 } = \answer [onlineshowanswerbutton]{2x } \)
\( \afg {x^2 + x } = \answer [onlineshowanswerbutton]{2x + 1} \)
\( \afg {x^2 + 2x } = \answer [onlineshowanswerbutton]{2x + 2} \)
\( \afg {x^2 + x + 1 } = \answer [onlineshowanswerbutton]{2x + 1} \)
\( \afg {x^2 + x + 2 } = \answer [onlineshowanswerbutton]{2x + 1} \)
Bereken de afgeleide van volgende veeltermen
\( \afg { 2x^2 }= \answer [onlineshowanswerbutton] {4x } \)
\( \afg { 2x^2 +1 }= \answer [onlineshowanswerbutton] {4x } \)
\( \afg { 2x^2 +x }= \answer [onlineshowanswerbutton] {4x + 1 } \)
\( \afg { 2x^2 +x + 1 }= \answer [onlineshowanswerbutton] {4x + 1 } \)
\( \afg { 2x^2 + 2x + 1 }= \answer [onlineshowanswerbutton] {4x + 2 } \)
\( \afg { 2x^2 + \pi x + 1 } = \answer [onlineshowanswerbutton] {4x + \pi } \)