Ever placed a bet and felt like the odds were stacked
against you? Imagine a simple, exciting market where you don’t need to guess
the exact score—just root for goals! That’s where the over 1.5 goals
market shines.
The over 1.5 meaning in betting is
straightforward: all you need is at least two goals in a match to win your stake.
No need to stress over which team scores or whether there’s a late equalizer.
It’s a dynamic and thrilling betting market that keeps you engaged until the
final whistle.
Absolutely! If we’re talking about over 1.5 goals,
we can’t ignore its counterpart—under 1.5 goals. This simply means the
match must have one goal or less for your bet to win. A goalless draw (0-0) or
a narrow 1-0 score line is exactly what you’re hoping for. It’s a riskier
market but often offers better odds, making it a favourite among defensive-game
enthusiasts and those looking for value bets on platforms like the best
under 1.5 prediction site.
Now let’s proceed with what this article is about - What
Does Over 1.5 Mean in Betting?
Over 1.5 goals Meaning
Picture this, you got an over 1.5
prediction today and you placed your bet within
the first 45 minutes of the match, the scoreboard reads 1-1. That’s it—you've
already won! No nail-biting moments waiting for a last-minute goal to rescue
your bet. This simplicity is why punters are flocking to this market, searching
for the best over 1.5 prediction site to gain an edge. But while it's a
favorite among bettors, understanding the meaning of over 1.5 in bet is
crucial for long-term success.
Betting on goals has become one of the most popular betting
market options among punters worldwide and one of the most exciting and
accessible markets is the over 1.5 goals predictions bet. Whether you’re
an expert bettor or looking for an advance approach to placing your bet,
understanding the over 1.5 goals prediction can help you make smarter and more strategic bets.
In this guide, we’ll break down everything you need to
know, from the fundamentals to advanced betting strategies and also about the best over 1.5 prediction site
For example, if a match between Liverpool vs.
Manchester United ends 2-0, 1-1, 3-1, or any other score line with two or more
goals, your bet wins. However, if the game ends 0-0 or 1-0, the bet loses.
What is an
Example of an Over 1.5 Goals Bet?
Let’s consider a Premier League match between Man
Utd vs. Chelsea:
If you place an over 1.5 goals bet on the
match, you are hoping that at least two goals will be scored.
If the match ends 2-0, 1-1, 3-2, 4-1, etc., you win
the bet.
If the final score is 0-0 or 1-0, you lose the bet.
This market is attractive to bettors because it does
not require predicting the winner—just goals.
Finding the
Best Over 1.5 Prediction Site
Many punters rely on prediction site to enhance
their betting strategies. When searching for the best over 1.5 prediction
site, consider the following:
· Accuracy of Predictions – Look at
past success rates.
· Coverage of Leagues – The more
leagues covered, the better.
· Statistical Analysis – Sites that
use data-driven insights tend to be more reliable.
Check out this article on How to Win with Over 1.5Goals Predictions.
How Many
Goals Are Needed to Win an Over 1.5 Bet?
A successful over 1.5 goals bet requires at
least two goals in the match. One goal is insufficient. If a game ends with
only one goal or no goals at all, your bet loses.
Common winning score lines for over 1.5 goals bets
includes bot not limited to the following: 2-0. 1-1, 3-1, 2-2, 4-0
How Do You
Identify Teams Likely to Score Over 1.5 Goals?
Identifying teams that frequently score over 1.5
goals requires research.
Here are key factors to check for if a match is likely
to end with an over 1.5 goals:
1. Team Form: Check recent performances and goal-scoring
trends.
2. Head-to-Head Records: Past matches between teams can
indicate likely goal patterns.
3. Attacking Strength: Teams with strong forwards tend to
score more goals.
4. Defensive Weaknesses: Weak defenses often concede
multiple goals.
5. League Goal Averages: Some leagues (e.g., the
Bundesliga, Premier League) consistently produce high-scoring games.
Can You Win
Over 1.5 Goals Bet with Exactly 2 Goals?
Yes, you can as long as the match produces at least 2
goals, your bet is successful. Even if the score line remains 1-1 or 2-0, you
win.
Betting Combos with Over 1.5 Goals and Their
Meaning
1st Half - 1X2
& Over 1.5
This is a bet that
combines the first-half result (1X2) with the expectation that the first half
will have at least 2 goals.
Example:
- Fixture: Manchester City vs.
Tottenham
- Bet: Manchester City to win the
first half & over 1.5 first-half goals.
- Winning Scenario: If the
first-half score is 2-0, 2-1 or 3-0, the
bet wins. If it remains 1-0 or 0-0, it loses.
2nd Half - 1X2
& Over 1.5
Similar to the
first-half version, but this applies only to the second half. You predict a
second-half winner and at least two goals scored.
Example:
- Fixture: Nigeria vs. South Africa
- Bet: Nigeria to win the second half & over 1.5 second-half
goals.
- Winning Scenario: If the second
half alone has a score of 2-0, 3-1, or 2-1 in
favor of Nigeria, the bet wins.
Double Chance
& Over 1.5
This combines
double chance betting (1X, X2, or 12) with an over 1.5 goals requirement.
Example:
- Fixture: PSG vs. Borussia Dortmund
- Bet: PSG or Draw & Over 1.5 goals.
- Winning Scenario: If the match
ends 2-0, 2-1, or 3-2, the bet wins. If PSG wins or
draws, but the total goals remain under 1.5 (0-0 or 1-0), the bet loses.
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)
1st Half - Double
Chance & Over 1.5
A bet where either
team must not lose the first half, combined with at least two goals scored in
the first half.
Example:
- Fixture: Arsenal vs Real Madrid
- Bet: Arsenal or Draw in the
first half & Over 1.5 first-half goals.
- Winning Scenario: If the
first-half score is 2-0, 1-1, or 2-1, the bet wins. If Arsenal is winning
or drawing but the score is 1-0 or 0-0, the bet loses.
2nd Half - Double
Chance & Over 1.5
Similar to the
first-half version but applies only to the second half.
Example:
- Fixture: Barcelona vs. Atletico
Madrid
- Bet: Barcelona or Draw in the
second half & Over 1.5 second-half goals.
- Winning Scenario: If the
second-half score is 2-0, 1-1, or 3-1, the bet wins. If Barcelona avoids a
second-half defeat but the score remains under 1.5 goals (1-0, 0-0), the
bet loses.
HT/FT & Over
1.5 Goals at HT
This combines a
half-time/full-time result bet with at least two goals scored in the first
half.
Example:
- Fixture: Real Madrid vs. Sevilla
- Bet: Real Madrid to lead at
half-time & full-time + Over 1.5 first-half goals.
- Winning Scenario: If Real Madrid
leads at half-time with a score like 2-0, 2-1, or 3-0, and also wins the
match, the bet wins.
Home/Away - Over
1.5 Goals
This bet predicts
that either the home or away team will score at least two goals.
Example:
- Fixture: Paris Saint-Germain
(PSG) vs. Lyon
- Bet: PSG to score Over 1.5
goals.
- Winning Scenario: If PSG scores
at least two goals (2-0, 2-1, 3-1, etc.), the bet wins. If they score only
one goal or fail to score, it loses.
Mastering these over
1.5 goals betting combinations can help you create strategic accumulator
bets and increase your chances of success. If you're looking for more
expert predictions, check out How
to Win with Over 1.5 Goals Predictions for additional insights.
Wrapping Up
Betting on over 1.5 goals is one of the simplest and
most exciting ways to enjoy football betting. It doesn’t require predicting
winners—just goals. By analyzing team performances, using effective strategies
like accumulators, and relying on expert picks from the best over 1.5
prediction site, you can significantly improve your betting success.