结果1 题目 Simplify the following expressions using exponent propertiesDetermine theexponent property:(α^m)^n=α^m y.)PowerofαPower 2.09olorofαProduCt αα.)Productof(Powers bb.)PowerofαQuot(ent) 相关知识点: 试题来源: 解析 反馈 收藏 ...
expressions. In some cases, these expressions are simplified using exponent rules. For instance, the exponent formam⋅anis written asam+nusing the product rule. On the other hand, we can also utilize the quotient rule to writeamanasam−n. Meanwhile, we can rewrite(am)nasamnusing the ...
In the expression, {eq}4^5 {/eq}, the exponent 5 means the base 4 has to be multiplied 5 times. Thus, {eq}4^5=4\cdot4\cdot4\cdot4\cdot4 {/eq}. Simplifying expressions involving exponents requires the application of some properties or ...
Simplifying Exponent ExpressionsBasic SimplifyingWith Neg. PowersComplex ExamplesPurplemath We have three basic rules for combining exponents: an· am = an+m (an)m = anm However, when simplifying expressions containing exponents, don't feel like you must work only with, or straight from, these ...
Simplifying Expressions: In order to simplify an expression, we need to use several mathematical rules. In this problem, we will use the exponent rules to simplify the expression. Answer and Explanation: We are given the expression {eq}\frac{12x^5y^3}{4x^{-1}} {/eq}. We want...
Simplifying Expressions:If we want to simplify a rational expression, we need to apply the applicable rules in simplification. In this problem, we have to apply both the exponent rules and the fraction rules.Answer and Explanation: We are given the expression {eq}\frac{3(x + 1...
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falseUse strict simplification rules.simplifyalways returns results that are analytically equivalent to the initial expression. trueApply purely algebraic simplifications to expressions. SettingIgnoreAnalyticConstraintstotruecan give you simpler solutions, which could lead to results not generally valid. In oth...
Recall that an exponent in the denominator of a fraction can be rewritten as a negative exponent.Example Simplify. 10b2c2c3√8b410b2c2c8b43 Show Solution Well, that took a while, but you did it. You applied what you know about fractional exponents, negative exponents, and the rules of ...
Using this rule, we have: a(12n−54)−(2n−4) Step 3: Simplify the ExponentNow, we will simplify the exponent: (12n−54)−(2n−4)=12n−54−2n+4 Combining like terms: 12n−2n−54+4=10n−50 Final ResultThus, the simplified expression is: a(10n−50) ...