Topic explanation

Standard explanation

Integral e^x dx=e^x+C and integral a^x dx=a^x/ln(a)+C for valid a.

Key points

• Basic exponential integrals
• rule
• worked example
• Basic exponential integrals: Integral e^x dx=e^x+C and integral a^x dx=a^x/ln(a)+C for valid a.
• CONCEPT AND RULE: Integral e^x dx=e^x+C and integral a^x dx=a^x/ln(a)+C for valid a.
• METHOD: For basic exponential integrals, identify the given information and required result. Select the matc
• Integral e^x dx=e^x+C and integral a^x dx=a^x/ln(a)+C for valid a.
• Worked pattern: Integral 2^x dx=2^x/ln2+C.

Labelled diagram