Flaming BBQ Restaurant makes a dipping sauce with 9 ml of hot sauce for every 6 ounces of barbecue sauce
2 answers:
The correct question in the attached figure
we know that
[ratio dipping sauce]=[9 ml hot sauce]/[6 ounces <span>barbecue sauce]
</span>[ratio dipping sauce]=[9/6]------------> 3/2----> 1.5
that means
1.5/1-----> for each 1.5 ml hot sauce-------> has 1 ounce of barbecue sauce
therefore
the answer is
Any mixture that has the ratio 1.5 to 1 <span>will taste the same as flaming BBQ's dipping sauce</span>
we know that
[ratio dipping sauce]=[9 ml hot sauce]/[6 ounces <span>barbecue sauce]
</span>[ratio dipping sauce]=[9/6]------------> 3/2----> 1.5
that means
1.5/1-----> for each 1.5 ml hot sauce-------> has 1 ounce of barbecue sauce
therefore
the answer is
Any mixture that has the ratio 1.5 to 1 <span>will taste the same as flaming BBQ's dipping sauce</span>
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S=
A=18
A=18*(
A=2
A=18
A=18*(
A=2
Answer:
Step-by-step explanation:
So we have the equation:
First, distribute the left side:
Add values on the left side:
Add 7 to both sides. The right side cancels:
Subtract 2x from both sides. The left side cancels:
Divide both sides by -6:
Therefore, x equals -3.