A) Quotient rule: keep the base and subtract the exponents B) Product rule: keep the base and add the exponents C) Power to a power rule: keep the base and multiply the exponents D) Zero exponent rule: any non-zero base to the zero power equals 1
A) Zero exponent rule: any non-zero base to the zero power equals 1 B) Product rule: keep the base and add the exponents C) Quotient rule: keep the base and subtract the exponents D) Power to a power rule: keep the base and multiply the exponents
A) Product rule: keep the base and add the exponents B) Negative exponent rule: take the reciprocal of the positive power C) Power to a power rule: keep the base and multiply the exponents D) Quotient rule: keep the base and subtract the exponents
A) Negative exponent rule: take the reciprocal of the positive power B) Product rule: keep the base and add the exponents C) Zero exponent rule: any non-zero base to the zero power equals 1 D) Power to a power rule: keep the base and multiply the exponents
A) Power to a power rule: keep the base and multiply the exponents B) Product rule: keep the base and add the exponents C) Quotient rule: keep the base and subtract the exponents D) Zero exponent rule: any non-zero base to the zero power equals 1
A) Quotient rule: keep the base and subtract the exponents B) Power to a power rule: keep the base and multiply the exponents C) Negative exponent rule: take the reciprocal of the positive power D) Zero exponent rule: any non-zero base to the zero power equals 1
A) Product rule: keep the base and add the exponents B) Negative exponent rule: take the reciprocal of the positive power C) Power to a power rule: keep the base and multiply the exponents D) Zero exponent rule: any non-zero base to the zero power equals 1
A) Negative exponent rule: take the reciprocal of the positive power B) Product rule: keep the base and add the exponents C) Quotient rule: keep the base and subtract the exponents D) Power to a power rule: keep the base and multiply the exponents
A) Product rule: keep the base and add the exponents B) Zero exponent rule: any non-zero base to the zero power equals 1 C) Power to a power rule: keep the base and multiply the exponents D) Negative exponent rule: take the reciprocal of the positive power
A) Quotient rule: keep the base and subtract the exponents B) Negative exponent rule: take the reciprocal of the positive power C) Power to a power rule: keep the base and multiply the exponents D) Product rule: keep the base and add the exponents |