I’d need to know the question to answer this.
Your answer for number 8 will be "B"
9.)a
Ratio of apples to strawberries in Angie's salad
= 4:5
= 36:45 <em>(because we multiplied both numerator and denominator by 9, to get the same denominator as the other ratio)</em>
Ratio of apples to strawberries in Salim's salad
= 7:9
= 35:45 <em>(because we multiplied both numerator and denominator by </em><em>5</em><em>, to get the same denominator as the other ratio)</em>
36:45 ≠ 35:45
So, ratio of apples to strawberries in Angie's salad ≠ ratio of apples to strawberries in Salim's salad.
36:45 > 35:45
So, ratio of apples to strawberries in Angie's salad < ratio of apples to strawberries in Salim's salad.
Answer:
- x = 6√2
- x = √3
Step-by-step explanation:
1. You have correctly written the relationship between the side lengths and the length of the hypotenuse for these isosceles right triangles.
For this problem, you simply need to multiply the side length by √2. The length of the hypotenuse is then ...
x = 6√2
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2. The side length multiplied by √2 is √6. You know
√6 = √(2·3) = (√2)(√3) = (√2) · (side length)
so we know that x = √3.
